{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# RCFS - Capital Structure and the Yield Curve\n",
    "### Duarte, Öztekin, and Saporito"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "First-best Policy\n",
      "\n",
      "Optimal Maturity  : 3.19  years\n",
      "Optimal Face Value: 17.87 dollars\n",
      "Optimal Debt      : 17.87  dollars\n",
      "Optimal Firm Value: 68.56 dollars\n",
      "Optimal Leverage  : 26.07%\n",
      "Optimal Coupon    : 0.95  dollars\n",
      "\n",
      "Second-best Policy\n",
      "\n",
      "Optimal Maturity  : 2.3  years\n",
      "Optimal Face Value: 20.88 dollars\n",
      "Optimal Debt      : 20.88  dollars\n",
      "Optimal Firm Value: 68.21 dollars\n",
      "Optimal Leverage  : 30.61%\n",
      "Optimal Coupon    : 1.07  dollars\n",
      "\n",
      "Elapsed Time: 0.965s\n"
     ]
    }
   ],
   "source": [
    "import numpy as np\n",
    "import pandas as pd\n",
    "from time import time as tic\n",
    "from scipy import optimize, stats, integrate\n",
    "import matplotlib.pyplot as plt\n",
    "from mpl_toolkits.mplot3d import Axes3D  \n",
    "from matplotlib import cm\n",
    "from matplotlib.ticker import LinearLocator, FormatStrFormatter\n",
    "from numpy.linalg import norm as lanorm\n",
    "eps = 1e-5\n",
    "plt.rc('text', usetex=True)\n",
    "\n",
    "t1 = tic()\n",
    "\n",
    "Cov= np.array([[ 5.27476551e-04, 0.0, 0.0],\n",
    "               [ -8.82754610e-03, 1.12466165e-01, 0.0], \n",
    "               [ 2.57603772e-03, 1.46280601e-02, 5.22612485e-02]]).T\n",
    "     \n",
    "sigma11 = Cov[0, 0]\n",
    "sigma12 = Cov[0, 1]\n",
    "sigma13 = Cov[0, 2]\n",
    "sigma21 = Cov[1, 0]\n",
    "sigma22 = Cov[1, 1]\n",
    "sigma23 = Cov[1, 2]\n",
    "sigma31 = Cov[2, 0]\n",
    "sigma32 = Cov[2, 1]\n",
    "sigma33 = Cov[2, 2]\n",
    "\n",
    "lambd = 7.76619635e-01\n",
    "\n",
    "X = np.array([0.062999932, -0.031230274, 0.018802386]) \n",
    "\n",
    "X0 = X.copy()\n",
    "\n",
    "r0 = X[0] + X[1]\n",
    "\n",
    "\n",
    "t0 = 0.0001\n",
    "V0 = 100\n",
    "sigma = np.array([0.0, 0.0, 0.2])\n",
    "theta = 0.35 \n",
    "kappa = 0.02 \n",
    "phi = 0.5    \n",
    "y = 0.05\n",
    "rho = 0.0\n",
    "\n",
    "\n",
    "def B1(tau):\n",
    "    return -tau\n",
    "\n",
    "def B2(tau):\n",
    "    return (np.exp(-lambd*tau) - 1) / lambd\n",
    "\n",
    "def B3(tau):\n",
    "    return tau * np.exp(-lambd * tau) + B2(tau)\n",
    "\n",
    "def A(t, T):\n",
    "    if t==T:\n",
    "        return 0.0\n",
    "    else:\n",
    "        tau = T - t\n",
    "        Abar = sigma11**2 + sigma12**2 + sigma13**2\n",
    "        Bbar = sigma21**2 + sigma22**2 + sigma23**2\n",
    "        Cbar = sigma31**2 + sigma32**2 + sigma33**2\n",
    "        Dbar = sigma11 * sigma21 + sigma12 * sigma22 + sigma13 * sigma23 \n",
    "        Ebar = sigma11 * sigma31 + sigma12 * sigma32 + sigma13 * sigma33\n",
    "        Fbar = sigma21 * sigma31 + sigma22 * sigma32 + sigma23 * sigma33 \n",
    "\n",
    "        Aterm = Abar * tau**2 / 6 \n",
    "        Bterm = Bbar * (0.5 / lambd**2 + B2(tau) / lambd**2 / tau + (1 - np.exp(-2 * lambd * tau)) / (tau * 4 * lambd**3))        \n",
    "        Cterm = Cbar * (0.5 / lambd**2 + np.exp(-lambd * tau) / lambd**2 - tau * np.exp(-2 * lambd * tau) / (4 * lambd) - (3 / 4 / lambd**2) * np.exp(-2 * lambd * tau) +\\\n",
    "                      (2 / lambd**2) * B2(tau) / tau + (5 / 8 / lambd**3 / tau) * (1 - np.exp(-2 * tau * lambd)))\n",
    "        Dterm = Dbar * (tau/2/lambd + np.exp(-lambd*tau) / lambd**2 + B2(tau) / lambd**2 / tau)\n",
    "        Eterm = Ebar * (3 * np.exp(-lambd * tau) / lambd**2 + tau / 2 / lambd + tau / lambd * np.exp(-lambd*tau) + 3 * B2(tau) / lambd**2 / tau)\n",
    "        Fterm = Fbar * (1 / lambd**2 + np.exp(-lambd * tau) / lambd**2 - np.exp(-2 * lambd * tau) / (2 * lambd**2) + (3 / lambd**2) * B2(tau) / tau + (3 / 4 / lambd**3) * (1 - np.exp(-2 * lambd * tau)) / tau)\n",
    "        return tau * (Aterm + Bterm + Cterm + Dterm + Eterm + Fterm)\n",
    "\n",
    "def Gamma(t, T):\n",
    "    return np.array([sigma11 * B1(T - t), \n",
    "                     sigma12 * B1(T - t) + sigma22 * B2(T-t),\n",
    "                     sigma13 * B1(T - t) + sigma23 * B2(T-t) + sigma33 * B3(T-t)])\n",
    "\n",
    "def Psi(t, T):\n",
    "    return sigma - Gamma(t, T)\n",
    "\n",
    "def Sigma(s, T):\n",
    "    psiTpsi = lambda u: (Psi(u, T)**2).sum()\n",
    "    res = integrate.quad(psiTpsi, t0, s)\n",
    "    return np.maximum(res[0], eps)\n",
    "\n",
    "def ZC(t, T):\n",
    "    return  np.exp(B1(T - t) * X[0] + B2(T - t) * X[1] + B3(T - t) * X[2] + A(t, T))\n",
    "\n",
    "def VB(t, T, P):\n",
    "    return np.maximum(1., ZC(t, T) * P * np.exp(y * (T - t)) / (1 - theta))\n",
    "\n",
    "def v0(T, P):\n",
    "    return np.log(V0) - np.log(VB(t0, T, P))\n",
    "\n",
    "def mu_v(t,T):\n",
    "    return - 0.5 * (Psi(t, T)**2).sum()\n",
    "\n",
    "def G(s, T, P): \n",
    "    Sigma_tT = Sigma(s, T)\n",
    "    mu_g = - 0.5 * Sigma_tT \n",
    "    \n",
    "    first_term = stats.norm.cdf((-v0(T, P) - mu_g) / np.sqrt(Sigma_tT))\n",
    "    second_term = np.exp(-2 * mu_g * v0(T, P) / Sigma_tT)\n",
    "    third_term = stats.norm.cdf((-v0(T, P) + mu_g) / np.sqrt(Sigma_tT))\n",
    "    res = first_term + second_term * third_term\n",
    "    return res \n",
    "\n",
    "def G_hat(T, P):\n",
    "    func = lambda s: y * np.exp(y * (T - s)) * G(s, T, P)\n",
    "    res = integrate.quad(func, t0, T)[0]\n",
    "    return res\n",
    "\n",
    "def D(T, P, C):\n",
    "    term1 = integrate.quad(lambda s: (1 - G(s, T, P)) * ZC(t0, s), t0, T)[0]\n",
    "    term2 = P * ZC(t0, T) * (1 - G(T, T, P))\n",
    "    term3 = (1 - phi) * P * ZC(t0, T) * (G(T, T, P) + G_hat(T, P))\n",
    "    res = C * term1 + term2 + term3\n",
    "    return res\n",
    "\n",
    "def tb(T, P):\n",
    "    ZCbar = np.exp(B1(T - t0) * X[0] + B2(T - t0) * X[1] + B3(T - t0) * X[2] + A(t0, T))\n",
    "    res = theta * (1 - theta) * V0 * np.exp(-v0(T, P) - y * T) * (1 / ZCbar - 1 + phi * G(T,T, P) - (1 - phi) * G_hat(T, P))\n",
    "    return res\n",
    "\n",
    "def tc(T, P):\n",
    "    ZCbar = np.exp(B1(T - t0) * X[0] + B2(T - t0) * X[1] + B3(T - t0) * X[2] + A(t0, T))\n",
    "    res = kappa * (1 / ZCbar) * (1 - theta) * V0 * np.exp(-v0(T, P) - y * T)\n",
    "    return res\n",
    "\n",
    "def bc(T, P):\n",
    "    res = phi * V0 * np.exp(-v0(T, P) - y * T) * (G(T, T, P) + G_hat(T, P))\n",
    "    return res\n",
    "\n",
    "def H(s, T, P):\n",
    "    Sigma_tT = Sigma(s, T)\n",
    "    mu_h = 0.5 * Sigma_tT\n",
    "    if Sigma_tT < 1e-4:\n",
    "        return 1.0\n",
    "    else:\n",
    "        first_term = stats.norm.cdf((v0(T, P) + mu_h) / np.sqrt(Sigma_tT))\n",
    "        second_term = np.exp(-2 * mu_h * v0(T, P) / Sigma_tT)\n",
    "        third_term = stats.norm.cdf((-v0(T, P) + mu_h) / np.sqrt(Sigma_tT))\n",
    "        res = first_term - second_term * third_term\n",
    "        return res\n",
    "\n",
    "\n",
    "def totalLeveredFirmValue(T, P):\n",
    "    aux = 1 - np.exp(-y * T) * H(T, T, P)\n",
    "    TV = V0 * (1 - theta) + (tb(T, P) - bc(T, P) - tc(T, P)) / aux\n",
    "    return TV, aux\n",
    "\n",
    "def optimalDebt(x):\n",
    "    x0 = x[0]\n",
    "    x1 = x[1]\n",
    "    cons=({'type': 'ineq',\n",
    "       'fun': lambda x: x[0] - 0.25},\n",
    "      {'type': 'ineq',\n",
    "       'fun': lambda x: x[1]})\n",
    "\n",
    "    func = lambda y: -totalLeveredFirmValue(y[0], y[1])[0]\n",
    "    res = optimize.minimize(func, x0=[x0, x1])\n",
    "    return res\n",
    "\n",
    "def secondoptimalDebt(x):\n",
    "    x0 = x[0]\n",
    "    x1 = x[1]\n",
    "    func = lambda y: -np.maximum((totalLeveredFirmValue(y[0], y[1])[0] -  y[0]), 0)\n",
    "    res = optimize.minimize(func, x0=[x0, x1])\n",
    "    return res\n",
    "\n",
    "def optimalCoupon(T, P):\n",
    "    res = optimize.fsolve(lambda c: D(T, P, c) - P, x0=1.)[0]\n",
    "    return res\n",
    "\n",
    "\n",
    "t1 = tic()\n",
    "opt = optimalDebt([3., 24.])\n",
    "T, P = opt.x\n",
    "T2, P2 = secondoptimalDebt([1.6, 28.]).x\n",
    "\n",
    "\n",
    "\n",
    "C = optimalCoupon(T, P)\n",
    "C2 = optimalCoupon(T2, P2)\n",
    "\n",
    "print('First-best Policy\\n')\n",
    "print(f'Optimal Maturity  : {round(T, 2)}  years\\nOptimal Face Value: {round(P, 2)} dollars\\nOptimal Debt      : {round(D(T, P, C), 2)}  dollars\\nOptimal Firm Value: {round(totalLeveredFirmValue(T, P)[0], 2)} dollars\\nOptimal Leverage  : {round(100 * D(T, P, C) / totalLeveredFirmValue(T, P)[0], 2)}%\\nOptimal Coupon    : {round(C, 2)}  dollars\\n')\n",
    "\n",
    "print('Second-best Policy\\n')\n",
    "print(f'Optimal Maturity  : {round(T2, 2)}  years\\nOptimal Face Value: {round(P2, 2)} dollars\\nOptimal Debt      : {round(D(T2, P2, C2), 2)}  dollars\\nOptimal Firm Value: {round(totalLeveredFirmValue(T2, P2)[0], 2)} dollars\\nOptimal Leverage  : {round(100 * D(T2, P2, C2) / totalLeveredFirmValue(T2, P2)[0], 2)}%\\nOptimal Coupon    : {round(C2, 2)}  dollars\\n')\n",
    "print(f'Elapsed Time: {round(tic() - t1, 3)}s')\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Sensitivity of leverage ratio relative to the factors X"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Elapsed Time: 9.138s\n"
     ]
    }
   ],
   "source": [
    "# Level\n",
    "npoints = 20\n",
    "Δ = 0.1\n",
    "l0 = X[0].copy()\n",
    "\n",
    "xlist = np.array([[elem, X[1], X[2]] for elem in np.linspace(l0 * (1 - Δ), l0 * (1 + Δ), npoints)])\n",
    "clist = np.zeros(xlist.shape[0])\n",
    "llist = np.zeros(xlist.shape[0])\n",
    "t0list = np.zeros(xlist.shape[0])\n",
    "f0list = np.zeros(xlist.shape[0])\n",
    "t1 = tic()\n",
    "\n",
    "for i, elem in enumerate(xlist):\n",
    "    X = elem\n",
    "    Tl, Pl = optimalDebt([T, P]).x\n",
    "    clist[i] = optimalCoupon(Tl, Pl)\n",
    "    llist[i] = totalLeveredFirmValue(Tl, Pl)[0] \n",
    "    t0list[i] = Tl\n",
    "    f0list[i] = Pl\n",
    "\n",
    "X = X0.copy()\n",
    "\n",
    "# Slope\n",
    "l1 = X[1].copy()\n",
    "\n",
    "xlist = np.array([[X[0], elem, X[2]] for elem in np.linspace(l1 * (1 - Δ), l1 * (1 + Δ), npoints)])\n",
    "clist = np.zeros(xlist.shape[0])\n",
    "llist = np.zeros(xlist.shape[0])\n",
    "t1list = np.zeros(xlist.shape[0])\n",
    "f1list = np.zeros(xlist.shape[0])\n",
    "t1 = tic()\n",
    "\n",
    "for i, elem in enumerate(xlist):\n",
    "    X = elem\n",
    "    Tl, Pl = optimalDebt([T, P]).x\n",
    "    clist[i] = optimalCoupon(Tl, Pl)\n",
    "    llist[i] = totalLeveredFirmValue(Tl, Pl)[0] \n",
    "    t1list[i] = Tl\n",
    "    f1list[i] = Pl\n",
    "\n",
    "X = X0.copy()\n",
    "\n",
    "# Curvature\n",
    "l2 = X[2].copy()\n",
    "\n",
    "x = np.array([[X[0], X[1], elem] for elem in np.linspace(l2 * (1 - Δ), l2 * (1 + Δ), npoints)])\n",
    "clist = np.zeros(x.shape[0])\n",
    "llist = np.zeros(x.shape[0])\n",
    "t2list = np.zeros(x.shape[0])\n",
    "f2list = np.zeros(x.shape[0])\n",
    "t1 = tic()\n",
    "\n",
    "for i, elem in enumerate(x):\n",
    "    X = elem\n",
    "    T, F = optimalDebt([3, 24]).x\n",
    "    clist[i] = optimalCoupon(T, F)\n",
    "    llist[i] = totalLeveredFirmValue(T, F)[0]\n",
    "    t2list[i] = T\n",
    "    f2list[i] = F\n",
    "\n",
    "X = X0.copy()\n",
    "print(f'Elapsed Time: {round(tic() - t1, 3)}s')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x800 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from matplotlib import colors as mcolors\n",
    "colors = dict(mcolors.BASE_COLORS, **mcolors.CSS4_COLORS)\n",
    "dblue = 'mediumblue'#'darkblue'\n",
    "opacity = 0.65\n",
    "\n",
    "fontsize=13\n",
    "ticksize=11\n",
    "linethick = 2.5\n",
    "\n",
    "figsize=(10, 8)\n",
    "plt.figure(figsize=figsize)\n",
    "\n",
    "# Level \n",
    "npoints = 20\n",
    "Δ = 0.1\n",
    "l0 = X[0].copy()\n",
    "level = np.array([[elem, X[1], X[2]] for elem in np.linspace(l0 * (1 - Δ), l0 * (1 + Δ), npoints)])[:, 0]\n",
    "\n",
    "plt.subplot(3, 2, 1)\n",
    "plt.plot(100 * level, f0list, linewidth=linethick, color=colors[dblue], alpha=opacity)\n",
    "plt.xlabel('Level $X_0$ (\\%)', fontsize=fontsize)\n",
    "plt.ylabel('Optimal Principal Value', fontsize=fontsize)\n",
    "plt.grid()\n",
    "plt.tick_params(labelsize=13)\n",
    "plt.subplot(3, 2, 2)\n",
    "plt.plot(100 * level, t0list, linewidth=linethick, color=colors[dblue], alpha=opacity)\n",
    "plt.xlabel('Level $X_0$ (\\%)', fontsize=fontsize)\n",
    "plt.ylabel('Optimal Maturity', fontsize=fontsize)\n",
    "plt.grid()\n",
    "plt.tick_params(labelsize=13)\n",
    "\n",
    "# Slope\n",
    "l1 = X[1].copy()\n",
    "slope = np.array([[X[0], elem, X[2]] for elem in np.linspace(l1 * (1 - Δ), l1 * (1 + Δ), npoints)])[:, 1]\n",
    "\n",
    "plt.subplot(3, 2, 3)\n",
    "plt.plot(100 * slope, f1list, linewidth=linethick, color=colors[dblue], alpha=opacity)\n",
    "plt.xlabel('Slope $X_1$ (\\%)', fontsize=fontsize)\n",
    "plt.ylabel('Optimal Principal Value', fontsize=fontsize)\n",
    "plt.grid()\n",
    "plt.tick_params(labelsize=13)\n",
    "\n",
    "plt.subplot(3, 2, 4)\n",
    "plt.plot(100 * slope, t1list, linewidth=linethick, color=colors[dblue], alpha=opacity)\n",
    "plt.xlabel('Slope $X_1$ (\\%)', fontsize=fontsize)\n",
    "plt.ylabel('Optimal Maturity', fontsize=fontsize)\n",
    "plt.grid()\n",
    "plt.tick_params(labelsize=13)\n",
    "\n",
    "# Curvature\n",
    "l2 = X[2].copy()\n",
    "curvature = np.array([[X[0], X[1], elem] for elem in np.linspace(l2 * (1 - Δ), l2 * (1 + Δ), npoints)])[:, 2]\n",
    "\n",
    "plt.subplot(3, 2, 5)\n",
    "plt.plot(100 * curvature, f2list, linewidth=linethick, color=colors[dblue], alpha=opacity)\n",
    "plt.xlabel('Curvature $X_2$ (\\%)', fontsize=fontsize)\n",
    "plt.ylabel('Optimal Principal Value', fontsize=fontsize)\n",
    "plt.grid()\n",
    "plt.tick_params(labelsize=13)\n",
    "\n",
    "plt.subplot(3, 2, 6)\n",
    "plt.plot(100 * curvature, t2list, linewidth=linethick, color=colors[dblue], alpha=opacity)\n",
    "plt.xlabel('Curvature $X_2$ (\\%)', fontsize=fontsize)\n",
    "plt.ylabel('Optimal Maturity', fontsize=fontsize)\n",
    "plt.grid()\n",
    "plt.tick_params(labelsize=13)\n",
    "\n",
    "plt.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Decomposition of Total Firm Value (TV)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "\n",
      "-----------------------------------------------\n",
      "\t\t Total Firm Value Components\n",
      "\n",
      "\n",
      "-----------------------------------------------\n"
     ]
    },
    {
     "data": {
      "text/markdown": [
       "L0<t>&emsp;&emsp;&emsp;</t>Total Value<t>&emsp;</t>Unl. Assets<t>&emsp;&emsp;</t>TB<t>&emsp;&emsp;&emsp;</t>BC<t>&emsp;&emsp;&emsp;</t>TC<t>"
      ],
      "text/plain": [
       "<IPython.core.display.Markdown object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "\n",
      "-----------------------------------------------\n",
      "0.0504 & \t71.335&\t 65.0&\t 4.219&\t 0.424&\t 1.692\\\\\n",
      "0.0567 & \t72.942&\t 65.0&\t 5.369&\t 0.526&\t 2.047\\\\\n",
      "0.063 & \t74.612&\t 65.0&\t 6.585&\t 0.629&\t 2.398\\\\\n",
      "0.0693 & \t76.332&\t 65.0&\t 7.857&\t 0.73&\t 2.745\\\\\n",
      "0.0756 & \t78.093&\t 65.0&\t 9.178&\t 0.829&\t 3.086\\\\\n"
     ]
    }
   ],
   "source": [
    "from IPython.display import display, Markdown, Latex\n",
    "def components(T, P):\n",
    "    aux = 1 - np.exp(-y * T) * H(T, T, P)\n",
    "    UA = V0 * (1 - theta)\n",
    "    TB = tb(T, P) / aux\n",
    "    BC = bc(T, P) / aux \n",
    "    TC = tc(T, P) / aux\n",
    "    TV = UA + TB + BC + TC\n",
    "    return TV, UA, TB, BC, TC \n",
    "\n",
    "# LEVEL \n",
    "npoints = 5\n",
    "Δ = 0.2\n",
    "l0 = X[0].copy()\n",
    "L0list = np.linspace(l0 * (1 - Δ), l0 * (1 + Δ), npoints)\n",
    "\n",
    "xlist = np.array([[elem, X[1], X[2]] for elem in np.linspace(l0 * (1 - Δ), l0 * (1 + Δ), npoints)])\n",
    "clist = np.zeros(xlist.shape[0])\n",
    "llist = np.zeros(xlist.shape[0])\n",
    "tlist = np.zeros(xlist.shape[0])\n",
    "flist = np.zeros(xlist.shape[0])\n",
    "UAlist = np.zeros(xlist.shape[0])\n",
    "TBlist = np.zeros(xlist.shape[0])\n",
    "BClist = np.zeros(xlist.shape[0])\n",
    "TClist = np.zeros(xlist.shape[0])\n",
    "TVlist = np.zeros(xlist.shape[0])\n",
    "t1 = tic()\n",
    "\n",
    "for i, elem in enumerate(xlist):\n",
    "    X = elem\n",
    "    Tl, Pl = optimalDebt([T, P]).x\n",
    "    clist[i] = optimalCoupon(Tl, Pl)\n",
    "    llist[i] = totalLeveredFirmValue(Tl, Pl)[0] \n",
    "    tlist[i] = Tl\n",
    "    flist[i] = Pl\n",
    "    TVlist[i], UAlist[i], TBlist[i], BClist[i], TClist[i] = components(Tl, Pl)\n",
    "\n",
    "# TABLE: Total Firm Value components\n",
    "print(f'\\n\\n-----------------------------------------------') \n",
    "print(f'\\t\\t Total Firm Value Components')\n",
    "print(f'\\n\\n-----------------------------------------------') \n",
    "display(Markdown(rf\"\"\"L0<t>&emsp;&emsp;&emsp;</t>Total Value<t>&emsp;</t>Unl. Assets<t>&emsp;&emsp;</t>TB<t>&emsp;&emsp;&emsp;</t>BC<t>&emsp;&emsp;&emsp;</t>TC<t>\"\"\"))\n",
    "print(f'\\n\\n-----------------------------------------------') \n",
    "for i, _ in enumerate(UAlist):\n",
    "    print(f'{round(L0list[i], 4)} & \\t{round(TVlist[i], 3)}&\\t {round(UAlist[i], 3)}&\\t {round(TBlist[i], 3)}&\\t {round(BClist[i], 3)}&\\t {round(TClist[i], 3)}\\\\\\\\')    \n",
    " "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### <font color=red>Slope Factor</font>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Elapsed Time: 1.649s\n",
      "\n",
      "-----------------------------------------------\n",
      "\t\t Total Firm Value Components\n",
      "\n",
      "-----------------------------------------------\n"
     ]
    },
    {
     "data": {
      "text/markdown": [
       "S0<t>&emsp;&emsp;&emsp;</t>Total Value<t>&emsp;</t>Unl. Assets<t>&emsp;&emsp;</t>TB<t>&emsp;&emsp;&emsp;</t>BC<t>&emsp;&emsp;&emsp;</t>TC<t>"
      ],
      "text/plain": [
       "<IPython.core.display.Markdown object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "-----------------------------------------------\n",
      "-0.025&\t79.133&\t 65.0&\t 9.888&\t 0.839&\t 3.406\\\\\n",
      "-0.0281&\t78.603&\t 65.0&\t 9.526&\t 0.834&\t 3.243\\\\\n",
      "-0.0312&\t78.093&\t 65.0&\t 9.178&\t 0.829&\t 3.086\\\\\n",
      "-0.0344&\t77.604&\t 65.0&\t 8.844&\t 0.825&\t 2.935\\\\\n",
      "-0.0375&\t77.136&\t 65.0&\t 8.525&\t 0.82&\t 2.791\\\\\n"
     ]
    }
   ],
   "source": [
    "l1 = X[1].copy()\n",
    "S0list = np.linspace(l1 * (1 - Δ), l1 * (1 + Δ), npoints)\n",
    "\n",
    "xlist = np.array([[X[0], elem, X[2]] for elem in np.linspace(l1 * (1 - Δ), l1 * (1 + Δ), npoints)])\n",
    "clist = np.zeros(xlist.shape[0])\n",
    "llist = np.zeros(xlist.shape[0])\n",
    "tlist = np.zeros(xlist.shape[0])\n",
    "flist = np.zeros(xlist.shape[0])\n",
    "UAlist = np.zeros(xlist.shape[0])\n",
    "TBlist = np.zeros(xlist.shape[0])\n",
    "BClist = np.zeros(xlist.shape[0])\n",
    "TClist = np.zeros(xlist.shape[0])\n",
    "TVlist = np.zeros(xlist.shape[0])\n",
    "t1 = tic()\n",
    "\n",
    "for i, elem in enumerate(xlist):\n",
    "    X = elem\n",
    "    Tl, Pl = optimalDebt([T, P]).x\n",
    "    clist[i] = optimalCoupon(Tl, Pl)\n",
    "    llist[i] = totalLeveredFirmValue(Tl, Pl)[0] \n",
    "    tlist[i] = Tl\n",
    "    flist[i] = Pl\n",
    "    TVlist[i], UAlist[i], TBlist[i], BClist[i], TClist[i] = components(Tl, Pl)\n",
    "\n",
    "print(f'Elapsed Time: {round(tic() - t1, 3)}s')\n",
    "X = X0.copy()\n",
    "\n",
    "# TABLE: Agency costs components\n",
    "print(f'\\n-----------------------------------------------') \n",
    "print(f'\\t\\t Total Firm Value Components')\n",
    "print(f'\\n-----------------------------------------------') \n",
    "display(Markdown(rf\"\"\"S0<t>&emsp;&emsp;&emsp;</t>Total Value<t>&emsp;</t>Unl. Assets<t>&emsp;&emsp;</t>TB<t>&emsp;&emsp;&emsp;</t>BC<t>&emsp;&emsp;&emsp;</t>TC<t>\"\"\"))\n",
    "print(f'\\n-----------------------------------------------') \n",
    "for i, _ in enumerate(UAlist):\n",
    "    print(f'{round(S0list[i], 4)}&\\t{round(TVlist[i], 3)}&\\t {round(UAlist[i], 3)}&\\t {round(TBlist[i], 3)}&\\t {round(BClist[i], 3)}&\\t {round(TClist[i], 3)}\\\\\\\\')    \n",
    " "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### <font color=red>Curvature Factor</font>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Elapsed Time: 1.632s\n",
      "\n",
      "\n",
      "-----------------------------------------------\n",
      "\t\t Total Firm Value Components\n",
      "\n",
      "\n",
      "-----------------------------------------------\n"
     ]
    },
    {
     "data": {
      "text/markdown": [
       "C0<t>&emsp;&emsp;&emsp;</t>Total Value<t>&emsp;</t>Unl. Assets<t>&emsp;&emsp;</t>TB<t>&emsp;&emsp;&emsp;</t>BC<t>&emsp;&emsp;&emsp;</t>TC<t>"
      ],
      "text/plain": [
       "<IPython.core.display.Markdown object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "\n",
      "-----------------------------------------------\n",
      "0.015&\t74.283&\t 65.0&\t 6.354&\t 0.615&\t 2.314\\\\\n",
      "0.0169&\t74.447&\t 65.0&\t 6.469&\t 0.622&\t 2.356\\\\\n",
      "0.0188&\t74.612&\t 65.0&\t 6.585&\t 0.629&\t 2.398\\\\\n",
      "0.0207&\t74.777&\t 65.0&\t 6.702&\t 0.636&\t 2.44\\\\\n",
      "0.0226&\t74.942&\t 65.0&\t 6.819&\t 0.643&\t 2.481\\\\\n"
     ]
    }
   ],
   "source": [
    "l2 = X[2].copy()\n",
    "\n",
    "C0list = np.linspace(l2 * (1 - Δ), l2 * (1 + Δ), npoints)\n",
    "xlist = np.array([[X[0], X[1], elem] for elem in np.linspace(l2 * (1 - Δ), l2 * (1 + Δ), npoints)])\n",
    "\n",
    "clist = np.zeros(xlist.shape[0])\n",
    "llist = np.zeros(xlist.shape[0])\n",
    "tlist = np.zeros(xlist.shape[0])\n",
    "flist = np.zeros(xlist.shape[0])\n",
    "UAlist = np.zeros(xlist.shape[0])\n",
    "TBlist = np.zeros(xlist.shape[0])\n",
    "BClist = np.zeros(xlist.shape[0])\n",
    "TClist = np.zeros(xlist.shape[0])\n",
    "TVlist = np.zeros(xlist.shape[0])\n",
    "t1 = tic()\n",
    "\n",
    "for i, elem in enumerate(xlist):\n",
    "    X = elem\n",
    "    Tl, Pl = optimalDebt([T, P]).x\n",
    "    clist[i] = optimalCoupon(Tl, Pl)\n",
    "    llist[i] = totalLeveredFirmValue(Tl, Pl)[0] \n",
    "    tlist[i] = Tl\n",
    "    flist[i] = Pl\n",
    "    TVlist[i], UAlist[i], TBlist[i], BClist[i], TClist[i] = components(Tl, Pl)\n",
    "\n",
    "print(f'Elapsed Time: {round(tic() - t1, 3)}s')\n",
    "X = X0.copy()\n",
    "\n",
    "# TABLE: Total firm components\n",
    "print(f'\\n\\n-----------------------------------------------') \n",
    "print(f'\\t\\t Total Firm Value Components')\n",
    "print(f'\\n\\n-----------------------------------------------') \n",
    "display(Markdown(rf\"\"\"C0<t>&emsp;&emsp;&emsp;</t>Total Value<t>&emsp;</t>Unl. Assets<t>&emsp;&emsp;</t>TB<t>&emsp;&emsp;&emsp;</t>BC<t>&emsp;&emsp;&emsp;</t>TC<t>\"\"\"))\n",
    "print(f'\\n\\n-----------------------------------------------') \n",
    "for i, _ in enumerate(UAlist):\n",
    "    print(f'{round(C0list[i], 4)}&\\t{round(TVlist[i], 3)}&\\t {round(UAlist[i], 3)}&\\t {round(TBlist[i], 3)}&\\t {round(BClist[i], 3)}&\\t {round(TClist[i], 3)}\\\\\\\\')    \n",
    " "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Discussion on Agency Costs (Appendix C)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "\n",
      "-----------------------------------------------\n",
      "\t\t Agency Cost Components\n",
      "\n",
      "\n",
      "-----------------------------------------------\n"
     ]
    },
    {
     "data": {
      "text/markdown": [
       "L0<t>&emsp;&emsp;&emsp;</t>AC<t>&emsp;&emsp;&emsp;&emsp;&emsp;</t>LEV<t>&emsp;&emsp;&emsp;&emsp;</t>LEV 2<t>&emsp;&emsp;&emsp;</t>ΔTax Benefits<t>&emsp;</t>Δ Bankruptcy Costs<t>&emsp;&emsp;</t>Δ Transaction Costs<t>"
      ],
      "text/plain": [
       "<IPython.core.display.Markdown object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "\n",
      "-----------------------------------------------\n",
      "0.0504&\t0.4573&\t21.609&\t31.464&\t-0.807&\t 0.195&\t -1.459\\\\\n",
      "0.0567&\t0.3939&\t23.999&\t31.026&\t-0.846&\t 0.198&\t -1.438\\\\\n",
      "0.063&\t0.3438&\t26.067&\t30.607&\t-0.868&\t 0.201&\t -1.413\\\\\n",
      "0.0693&\t0.3035&\t27.859&\t30.207&\t-0.88&\t 0.203&\t -1.387\\\\\n",
      "0.0756&\t0.2705&\t29.413&\t29.825&\t-0.886&\t 0.205&\t -1.361\\\\\n",
      "\n",
      "Elapsed Time: 3.267s\n"
     ]
    }
   ],
   "source": [
    "from IPython.display import display, Markdown, Latex\n",
    "\n",
    "t1 = tic()\n",
    "def ACcomponents(T, P, T2, P2):\n",
    "    aux = 1 - np.exp(-y * T) * H(T, T, P)\n",
    "    aux2 = 1 - np.exp(-y * T2) * H(T2, T2, P2)\n",
    "    UA = V0 * (1 - theta)\n",
    "    ΔTB = tb(T, P) / aux - tb(T2, P2) / aux2\n",
    "    ΔBC = (bc(T, P) / aux) - (bc(T2, P2) / aux2)\n",
    "    ΔTC = (tc(T, P) / aux) - (tc(T2, P2) / aux2)\n",
    "    AC = ΔTB - ΔBC - ΔTC\n",
    "    return AC, ΔTB, ΔBC, ΔTC\n",
    "\n",
    "\n",
    "# LEVEL \n",
    "npoints = 5\n",
    "Δ = 0.2\n",
    "l0 = X[0].copy()\n",
    "L0list = np.linspace(l0 * (1 - Δ), l0 * (1 + Δ), npoints)\n",
    "\n",
    "xlist = np.array([[elem, X[1], X[2]] for elem in np.linspace(l0 * (1 - Δ), l0 * (1 + Δ), npoints)])\n",
    "\n",
    "# First-best policy\n",
    "clist = np.zeros(xlist.shape[0])\n",
    "llist = np.zeros(xlist.shape[0])\n",
    "tlist = np.zeros(xlist.shape[0])\n",
    "flist = np.zeros(xlist.shape[0])\n",
    "levlist = np.zeros(xlist.shape[0])\n",
    "\n",
    "# Second-best policy\n",
    "c2list = np.zeros(xlist.shape[0])\n",
    "l2list = np.zeros(xlist.shape[0])\n",
    "t2list = np.zeros(xlist.shape[0])\n",
    "f2list = np.zeros(xlist.shape[0])\n",
    "lev2list = np.zeros(xlist.shape[0])\n",
    "\n",
    "# AC components\n",
    "ΔTBlist = np.zeros(xlist.shape[0])\n",
    "ΔBClist = np.zeros(xlist.shape[0])\n",
    "ΔTClist = np.zeros(xlist.shape[0])\n",
    "AClist = np.zeros(xlist.shape[0])\n",
    "t1 = tic()\n",
    "\n",
    "for i, elem in enumerate(xlist):\n",
    "    X = elem\n",
    "    Tl, Pl = optimalDebt([T, P]).x\n",
    "    Tl2, Pl2 = secondoptimalDebt([T2, P2]).x\n",
    "    clist[i] = optimalCoupon(Tl, Pl)\n",
    "    c2list[i] = optimalCoupon(Tl2, Pl2)\n",
    "    llist[i] = totalLeveredFirmValue(Tl, Pl)[0]\n",
    "    l2list[i] = totalLeveredFirmValue(Tl2, Pl2)[0]\n",
    "    tlist[i] = Tl\n",
    "    flist[i] = Pl\n",
    "    t2list[i] = Tl2\n",
    "    f2list[i] = Pl2\n",
    "    levlist[i] = Pl / totalLeveredFirmValue(Tl, Pl)[0]\n",
    "    lev2list[i] = P2 / totalLeveredFirmValue(T2, P2)[0]\n",
    "    AClist[i], ΔTBlist[i], ΔBClist[i], ΔTClist[i] = ACcomponents(Tl, Pl, Tl2, Pl2)\n",
    "\n",
    "# TABLE: Total Firm Value components\n",
    "print(f'\\n\\n-----------------------------------------------') \n",
    "print(f'\\t\\t Agency Cost Components')\n",
    "print(f'\\n\\n-----------------------------------------------') \n",
    "display(Markdown(rf\"\"\"L0<t>&emsp;&emsp;&emsp;</t>AC<t>&emsp;&emsp;&emsp;&emsp;&emsp;</t>LEV<t>&emsp;&emsp;&emsp;&emsp;</t>LEV 2<t>&emsp;&emsp;&emsp;</t>ΔTax Benefits<t>&emsp;</t>Δ Bankruptcy Costs<t>&emsp;&emsp;</t>Δ Transaction Costs<t>\"\"\"))\n",
    "print(f'\\n\\n-----------------------------------------------') \n",
    "for i, _ in enumerate(UAlist):\n",
    "    print(f'{round(L0list[i], 4)}&\\t{round(AClist[i], 4)}&\\t{round(100 * levlist[i], 3)}&\\t{round(100 *lev2list[i], 3)}&\\t{round(ΔTBlist[i], 3)}&\\t {round(ΔBClist[i], 3)}&\\t {round(ΔTClist[i], 3)}\\\\\\\\')    \n",
    "    \n",
    "print(f'\\nElapsed Time: {round(tic() - t1, 3)}s')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### <font color=red>Slope Factor</font>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "\n",
      "-----------------------------------------------\n",
      "\t\t Agency Cost Components\n",
      "\n",
      "\n",
      "-----------------------------------------------\n"
     ]
    },
    {
     "data": {
      "text/markdown": [
       "S0<t>&emsp;&emsp;&emsp;</t>AC<t>&emsp;&emsp;&emsp;&emsp;&emsp;</t>LEV<t>&emsp;&emsp;&emsp;&emsp;</t>LEV 2<t>&emsp;&emsp;&emsp;</t>ΔTax Benefits<t>&emsp;</t>Δ Bankruptcy Costs<t>&emsp;&emsp;</t>Δ Transaction Costs<t>"
      ],
      "text/plain": [
       "<IPython.core.display.Markdown object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "\n",
      "-----------------------------------------------\n",
      "-0.025&\t 0.2403&\t30.507&\t29.654&\t-0.923&\t 0.188&\t -1.351\\\\\n",
      "-0.0281&\t 0.255&\t29.962&\t29.739&\t-0.905&\t 0.196&\t -1.357\\\\\n",
      "-0.0312&\t 0.2705&\t29.413&\t29.825&\t-0.886&\t 0.205&\t -1.361\\\\\n",
      "-0.0344&\t 0.2866&\t28.861&\t29.912&\t-0.864&\t 0.213&\t -1.364\\\\\n",
      "-0.0375&\t 0.3034&\t28.308&\t30.0&\t-0.84&\t 0.222&\t -1.366\\\\\n",
      "\n",
      "Elapsed Time: 3.374s\n"
     ]
    }
   ],
   "source": [
    "l1 = X[1].copy()\n",
    "S0list = np.linspace(l1 * (1 - Δ), l1 * (1 + Δ), npoints)\n",
    "\n",
    "xlist = np.array([[X[0], elem, X[2]] for elem in np.linspace(l1 * (1 - Δ), l1 * (1 + Δ), npoints)])\n",
    "\n",
    "# First-best policy\n",
    "clist = np.zeros(xlist.shape[0])\n",
    "llist = np.zeros(xlist.shape[0])\n",
    "tlist = np.zeros(xlist.shape[0])\n",
    "flist = np.zeros(xlist.shape[0])\n",
    "levlist = np.zeros(xlist.shape[0])\n",
    "\n",
    "# Second-best policy\n",
    "c2list = np.zeros(xlist.shape[0])\n",
    "l2list = np.zeros(xlist.shape[0])\n",
    "t2list = np.zeros(xlist.shape[0])\n",
    "f2list = np.zeros(xlist.shape[0])\n",
    "lev2list = np.zeros(xlist.shape[0])\n",
    "\n",
    "# AC components\n",
    "ΔTBlist = np.zeros(xlist.shape[0])\n",
    "ΔBClist = np.zeros(xlist.shape[0])\n",
    "ΔTClist = np.zeros(xlist.shape[0])\n",
    "AClist = np.zeros(xlist.shape[0])\n",
    "t1 = tic()\n",
    "\n",
    "for i, elem in enumerate(xlist):\n",
    "    X = elem\n",
    "    Tl, Pl = optimalDebt([T, P]).x\n",
    "    Tl2, Pl2 = secondoptimalDebt([T2, P2]).x\n",
    "    clist[i] = optimalCoupon(Tl, Pl)\n",
    "    c2list[i] = optimalCoupon(Tl2, Pl2)\n",
    "    llist[i] = totalLeveredFirmValue(Tl, Pl)[0]\n",
    "    l2list[i] = totalLeveredFirmValue(Tl2, Pl2)[0]\n",
    "    tlist[i] = Tl\n",
    "    flist[i] = Pl\n",
    "    t2list[i] = Tl2\n",
    "    f2list[i] = Pl2\n",
    "    levlist[i] = Pl / totalLeveredFirmValue(Tl, Pl)[0]\n",
    "    lev2list[i] = P2 / totalLeveredFirmValue(T2, P2)[0]\n",
    "    AClist[i], ΔTBlist[i], ΔBClist[i], ΔTClist[i] = ACcomponents(Tl, Pl, Tl2, Pl2)\n",
    "\n",
    "# TABLE: Total Firm Value components\n",
    "print(f'\\n\\n-----------------------------------------------') \n",
    "print(f'\\t\\t Agency Cost Components')\n",
    "print(f'\\n\\n-----------------------------------------------') \n",
    "display(Markdown(rf\"\"\"S0<t>&emsp;&emsp;&emsp;</t>AC<t>&emsp;&emsp;&emsp;&emsp;&emsp;</t>LEV<t>&emsp;&emsp;&emsp;&emsp;</t>LEV 2<t>&emsp;&emsp;&emsp;</t>ΔTax Benefits<t>&emsp;</t>Δ Bankruptcy Costs<t>&emsp;&emsp;</t>Δ Transaction Costs<t>\"\"\"))\n",
    "print(f'\\n\\n-----------------------------------------------') \n",
    "for i, _ in enumerate(UAlist):\n",
    "    print(f'{round(S0list[i], 4)}&\\t {round(AClist[i], 4)}&\\t{round(100 * levlist[i], 3)}&\\t{round(100 *lev2list[i], 3)}&\\t{round(ΔTBlist[i], 3)}&\\t {round(ΔBClist[i], 3)}&\\t {round(ΔTClist[i], 3)}\\\\\\\\')    \n",
    "    \n",
    "print(f'\\nElapsed Time: {round(tic() - t1, 3)}s')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### <font color=red>Curvature Factor</font>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "\n",
      "-----------------------------------------------\n",
      "\t\t Agency Cost Components\n",
      "\n",
      "\n",
      "-----------------------------------------------\n"
     ]
    },
    {
     "data": {
      "text/markdown": [
       "C0<t>&emsp;&emsp;&emsp;</t>AC<t>&emsp;&emsp;&emsp;</t>LEV<t>&emsp;&emsp;&emsp;&emsp;</t>LEV 2<t>&emsp;&emsp;&emsp;</t>ΔTax Benefits<t>&emsp;</t>Δ Bankruptcy Costs<t>&emsp;&emsp;</t>Δ Transaction Costs<t>"
      ],
      "text/plain": [
       "<IPython.core.display.Markdown object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "\n",
      "-----------------------------------------------\n",
      "0.015&\t0.3148&\t27.968&\t30.068&\t-0.849&\t 0.227&\t -1.391\\\\\n",
      "0.0169&\t0.309&\t28.14&\t30.034&\t-0.845&\t 0.224&\t -1.378\\\\\n",
      "0.0188&\t0.3034&\t28.308&\t30.0&\t-0.84&\t 0.222&\t -1.366\\\\\n",
      "0.0207&\t0.298&\t28.474&\t29.966&\t-0.835&\t 0.22&\t -1.353\\\\\n",
      "0.0226&\t0.2927&\t28.635&\t29.932&\t-0.831&\t 0.218&\t -1.341\\\\\n",
      "\n",
      "Elapsed Time: 3.242s\n"
     ]
    }
   ],
   "source": [
    "l2 = X[2].copy()\n",
    "\n",
    "C0list = np.linspace(l2 * (1 - Δ), l2 * (1 + Δ), npoints)\n",
    "xlist = np.array([[X[0], X[1], elem] for elem in np.linspace(l2 * (1 - Δ), l2 * (1 + Δ), npoints)])\n",
    "\n",
    "# First-best policy\n",
    "clist = np.zeros(xlist.shape[0])\n",
    "llist = np.zeros(xlist.shape[0])\n",
    "tlist = np.zeros(xlist.shape[0])\n",
    "flist = np.zeros(xlist.shape[0])\n",
    "levlist = np.zeros(xlist.shape[0])\n",
    "\n",
    "# Second-best policy\n",
    "c2list = np.zeros(xlist.shape[0])\n",
    "l2list = np.zeros(xlist.shape[0])\n",
    "t2list = np.zeros(xlist.shape[0])\n",
    "f2list = np.zeros(xlist.shape[0])\n",
    "lev2list = np.zeros(xlist.shape[0])\n",
    "\n",
    "# AC components\n",
    "ΔTBlist = np.zeros(xlist.shape[0])\n",
    "ΔBClist = np.zeros(xlist.shape[0])\n",
    "ΔTClist = np.zeros(xlist.shape[0])\n",
    "AClist = np.zeros(xlist.shape[0])\n",
    "t1 = tic()\n",
    "\n",
    "for i, elem in enumerate(xlist):\n",
    "    X = elem\n",
    "    Tl, Pl = optimalDebt([T, P]).x\n",
    "    Tl2, Pl2 = secondoptimalDebt([T2, P2]).x\n",
    "    clist[i] = optimalCoupon(Tl, Pl)\n",
    "    c2list[i] = optimalCoupon(Tl2, Pl2)\n",
    "    llist[i] = totalLeveredFirmValue(Tl, Pl)[0]\n",
    "    l2list[i] = totalLeveredFirmValue(Tl2, Pl2)[0]\n",
    "    tlist[i] = Tl\n",
    "    flist[i] = Pl\n",
    "    t2list[i] = Tl2\n",
    "    f2list[i] = Pl2\n",
    "    levlist[i] = Pl / totalLeveredFirmValue(Tl, Pl)[0]\n",
    "    lev2list[i] = P2 / totalLeveredFirmValue(T2, P2)[0]\n",
    "    AClist[i], ΔTBlist[i], ΔBClist[i], ΔTClist[i] = ACcomponents(Tl, Pl, Tl2, Pl2)\n",
    "\n",
    "# TABLE: Total Firm Value components\n",
    "print(f'\\n\\n-----------------------------------------------') \n",
    "print(f'\\t\\t Agency Cost Components')\n",
    "print(f'\\n\\n-----------------------------------------------') \n",
    "display(Markdown(rf\"\"\"C0<t>&emsp;&emsp;&emsp;</t>AC<t>&emsp;&emsp;&emsp;</t>LEV<t>&emsp;&emsp;&emsp;&emsp;</t>LEV 2<t>&emsp;&emsp;&emsp;</t>ΔTax Benefits<t>&emsp;</t>Δ Bankruptcy Costs<t>&emsp;&emsp;</t>Δ Transaction Costs<t>\"\"\"))\n",
    "print(f'\\n\\n-----------------------------------------------') \n",
    "for i, _ in enumerate(UAlist):\n",
    "    print(f'{round(C0list[i], 4)}&\\t{round(AClist[i], 4)}&\\t{round(100 * levlist[i], 3)}&\\t{round(100 * lev2list[i], 3)}&\\t{round(ΔTBlist[i], 3)}&\\t {round(ΔBClist[i], 3)}&\\t {round(ΔTClist[i], 3)}\\\\\\\\')\n",
    " \n",
    "print(f'\\nElapsed Time: {round(tic() - t1, 3)}s')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Appendix Results"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Plots of TB, TC, BC and their derivatives"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "First-best Policy\n",
      "\n",
      "Optimal Maturity  : 3.19  years\n",
      "Optimal Face Value: 17.87 dollars\n",
      "Optimal Debt      : 17.87  dollars\n",
      "Optimal Firm Value: 68.56 dollars\n",
      "Optimal Leverage  : 26.07%\n",
      "Optimal Coupon    : 0.95  dollars\n",
      "\n",
      "Second-best Policy\n",
      "\n",
      "Optimal Maturity  : 2.3  years\n",
      "Optimal Face Value: 20.88 dollars\n",
      "Optimal Debt      : 20.88  dollars\n",
      "Optimal Firm Value: 68.21 dollars\n",
      "Optimal Leverage  : 30.61%\n",
      "Optimal Coupon    : 1.07  dollars\n",
      "\n",
      "Elapsed Time: 0.929s\n"
     ]
    }
   ],
   "source": [
    "t1 = tic()\n",
    "Cov= np.array([[ 5.27476551e-04, 0.0, 0.0],\n",
    "               [ -8.82754610e-03, 1.12466165e-01, 0.0], \n",
    "               [ 2.57603772e-03, 1.46280601e-02, 5.22612485e-02]]).T\n",
    "     \n",
    "                 \n",
    "sigma11 = Cov[0, 0]\n",
    "sigma12 = Cov[0, 1]\n",
    "sigma13 = Cov[0, 2]\n",
    "sigma21 = Cov[1, 0]\n",
    "sigma22 = Cov[1, 1]\n",
    "sigma23 = Cov[1, 2]\n",
    "sigma31 = Cov[2, 0]\n",
    "sigma32 = Cov[2, 1]\n",
    "sigma33 = Cov[2, 2]\n",
    "\n",
    "lambd = 7.76619635e-01\n",
    "\n",
    "X = np.array([0.062999932, -0.031230274, 0.018802386]) \n",
    "\n",
    "X0 = X.copy()\n",
    "\n",
    "r0 = X[0] + X[1]\n",
    "\n",
    "t0 = 0.0001\n",
    "V0 = 100\n",
    "sigma = np.array([0.0, 0.0, 0.2])\n",
    "theta = 0.35 \n",
    "kappa = 0.02 \n",
    "phi = 0.5    \n",
    "y = 0.05\n",
    "rho = 0.0\n",
    "\n",
    "\n",
    "def B1(tau):\n",
    "    return -tau\n",
    "\n",
    "def B2(tau):\n",
    "    return (np.exp(-lambd*tau) - 1) / lambd\n",
    "\n",
    "def B3(tau):\n",
    "    return tau * np.exp(-lambd * tau) + B2(tau)\n",
    "\n",
    "def A(t, T):\n",
    "    if t==T:\n",
    "        return 0.0\n",
    "    else:\n",
    "        tau = T - t\n",
    "        Abar = sigma11**2 + sigma12**2 + sigma13**2\n",
    "        Bbar = sigma21**2 + sigma22**2 + sigma23**2\n",
    "        Cbar = sigma31**2 + sigma32**2 + sigma33**2\n",
    "        Dbar = sigma11 * sigma21 + sigma12 * sigma22 + sigma13 * sigma23 \n",
    "        Ebar = sigma11 * sigma31 + sigma12 * sigma32 + sigma13 * sigma33\n",
    "        Fbar = sigma21 * sigma31 + sigma22 * sigma32 + sigma23 * sigma33 \n",
    "\n",
    "        Aterm = Abar * tau**2 / 6 \n",
    "        Bterm = Bbar * (0.5 / lambd**2 + B2(tau) / lambd**2 / tau + (1 - np.exp(-2 * lambd * tau)) / (tau * 4 * lambd**3))\n",
    "        Cterm = Cbar * (0.5 / lambd**2 + np.exp(-lambd * tau) / lambd**2 - tau * np.exp(-2 * lambd * tau) / (4 * lambd) - (3 / 4 / lambd**2) * np.exp(-2 * lambd * tau) +\\\n",
    "                      (2 / lambd**2) * B2(tau) / tau + (5 / 8 / lambd**3 / tau) * (1 - np.exp(-2 * tau * lambd)))\n",
    "        Dterm = Dbar * (tau/2/lambd + np.exp(-lambd*tau) / lambd**2 + B2(tau) / lambd**2 / tau)\n",
    "        Eterm = Ebar * (3 * np.exp(-lambd * tau) / lambd**2 + tau / 2 / lambd + tau / lambd * np.exp(-lambd*tau) + 3 * B2(tau) / lambd**2 / tau)\n",
    "        Fterm = Fbar * (1 / lambd**2 + np.exp(-lambd * tau) / lambd**2 - np.exp(-2 * lambd * tau) / (2 * lambd**2) + (3 / lambd**2) * B2(tau) / tau + (3 / 4 / lambd**3) * (1 - np.exp(-2 * lambd * tau)) / tau)\n",
    "        return tau * (Aterm + Bterm + Cterm + Dterm + Eterm + Fterm)\n",
    "\n",
    "\n",
    "def Gamma(t, T):\n",
    "    return np.array([sigma11 * B1(T - t), \n",
    "                     sigma12 * B1(T - t) + sigma22 * B2(T-t),\n",
    "                     sigma13 * B1(T - t) + sigma23 * B2(T-t) + sigma33 * B3(T-t)])\n",
    "\n",
    "def Psi(t, T):\n",
    "    return sigma - Gamma(t, T)\n",
    "\n",
    "def Sigma(s, T):\n",
    "    psiTpsi = lambda u: (Psi(u, T)**2).sum()\n",
    "    res = integrate.quad(psiTpsi, t0, s)\n",
    "    return np.maximum(res[0], eps)\n",
    "\n",
    "def ZC(t, T):\n",
    "    return  np.exp(B1(T - t) * X[0] + B2(T - t) * X[1] + B3(T - t) * X[2] + A(t, T))\n",
    "\n",
    "def VB(t, T, P):\n",
    "    return np.maximum(1., ZC(t, T) * P * np.exp(y * (T - t)) / (1 - theta))\n",
    "\n",
    "def v0(T, P):\n",
    "    return np.log(V0) - np.log(VB(t0, T, P))\n",
    "\n",
    "def mu_v(t,T):\n",
    "    return - 0.5 * (Psi(t, T)**2).sum()\n",
    "\n",
    "def G(s, T, P): \n",
    "    Sigma_tT = Sigma(s, T)\n",
    "    mu_g = - 0.5 * Sigma_tT \n",
    "    \n",
    "    first_term = stats.norm.cdf((-v0(T, P) - mu_g) / np.sqrt(Sigma_tT))\n",
    "    second_term = np.exp(-2 * mu_g * v0(T, P) / Sigma_tT)\n",
    "    third_term = stats.norm.cdf((-v0(T, P) + mu_g) / np.sqrt(Sigma_tT))\n",
    "    res = first_term + second_term * third_term\n",
    "    return res \n",
    "\n",
    "def G_hat(T, P):\n",
    "    func = lambda s: y * np.exp(y * (T - s)) * G(s, T, P)\n",
    "    res = integrate.quad(func, t0, T)[0]\n",
    "    return res\n",
    "\n",
    "def D(T, P, C):\n",
    "    term1 = integrate.quad(lambda s: (1 - G(s, T, P)) * ZC(t0, s), t0, T)[0]\n",
    "    term2 = P * ZC(t0, T) * (1 - G(T, T, P))\n",
    "    term3 = (1 - phi) * P * ZC(t0, T) * (G(T, T, P) + G_hat(T, P))\n",
    "    res = C * term1 + term2 + term3\n",
    "    return res\n",
    "\n",
    "def tb(T, P):\n",
    "    ZCbar = np.exp(B1(T - t0) * X[0] + B2(T - t0) * X[1] + B3(T - t0) * X[2] + A(t0, T))\n",
    "    res = theta * (1 - theta) * V0 * np.exp(-v0(T, P) - y * T) * (1 / ZCbar - 1 + phi * G(T,T, P) - (1 - phi) * G_hat(T, P))\n",
    "    return res\n",
    "\n",
    "def tc(T, P):\n",
    "    ZCbar = np.exp(B1(T - t0) * X[0] + B2(T - t0) * X[1] + B3(T - t0) * X[2] + A(t0, T))\n",
    "    res = kappa * (1 / ZCbar) * (1 - theta) * V0 * np.exp(-v0(T, P) - y * T)\n",
    "    return res\n",
    "\n",
    "def bc(T, P):\n",
    "    res = phi * V0 * np.exp(-v0(T, P) - y * T) * (G(T, T, P) + G_hat(T, P))\n",
    "    return res\n",
    "\n",
    "def H(s, T, P):\n",
    "    Sigma_tT = Sigma(s, T)\n",
    "    mu_h = 0.5 * Sigma_tT\n",
    "    if Sigma_tT < 1e-4:\n",
    "        return 1.0\n",
    "    else:\n",
    "        first_term = stats.norm.cdf((v0(T, P) + mu_h) / np.sqrt(Sigma_tT))\n",
    "        second_term = np.exp(-2 * mu_h * v0(T, P) / Sigma_tT)\n",
    "        third_term = stats.norm.cdf((-v0(T, P) + mu_h) / np.sqrt(Sigma_tT))\n",
    "        res = first_term - second_term * third_term\n",
    "        return res\n",
    "\n",
    "def TB(T, P):\n",
    "    return tb(T,P) / (1 - np.exp(-y * T) * H(T, T, P))   \n",
    "\n",
    "def TC(T, P):\n",
    "    return tc(T,P) / (1 - np.exp(-y * T) * H(T, T, P))\n",
    "\n",
    "def BC(T, P): \n",
    "    return bc(T,P) / (1 - np.exp(-y * T) * H(T, T, P))\n",
    "\n",
    "\n",
    "def totalLeveredFirmValue(T, P):\n",
    "    aux = 1 - np.exp(-y * T) * H(T, T, P)\n",
    "    TV = V0 * (1 - theta) + (tb(T, P) - bc(T, P) - tc(T, P)) / aux\n",
    "    return TV, aux\n",
    "\n",
    "def optimalDebt(x):\n",
    "    x0 = x[0]\n",
    "    x1 = x[1]\n",
    "    cons=({'type': 'ineq',\n",
    "       'fun': lambda x: x[0] - 0.25},\n",
    "      {'type': 'ineq',\n",
    "       'fun': lambda x: x[1]})\n",
    "\n",
    "    func = lambda y: -totalLeveredFirmValue(y[0], y[1])[0]\n",
    "    res = optimize.minimize(func, x0=[x0, x1])\n",
    "    return res\n",
    "\n",
    "def secondoptimalDebt(x):\n",
    "    x0 = x[0]\n",
    "    x1 = x[1]\n",
    "    func = lambda y: -np.maximum((totalLeveredFirmValue(y[0], y[1])[0] -  y[0]), 0)\n",
    "    res = optimize.minimize(func, x0=[x0, x1])\n",
    "    return res\n",
    "\n",
    "def optimalCoupon(T, P):\n",
    "    res = optimize.fsolve(lambda c: D(T, P, c) - P, x0=1.)[0]\n",
    "    return res\n",
    "\n",
    "\n",
    "t1 = tic()\n",
    "opt = optimalDebt([3., 24.])\n",
    "T, P = opt.x\n",
    "T2, P2 = secondoptimalDebt([1.6, 28.]).x\n",
    "\n",
    "C = optimalCoupon(T, P)\n",
    "C2 = optimalCoupon(T2, P2)\n",
    "\n",
    "print('First-best Policy\\n')\n",
    "print(f'Optimal Maturity  : {round(T, 2)}  years\\nOptimal Face Value: {round(P, 2)} dollars\\nOptimal Debt      : {round(D(T, P, C), 2)}  dollars\\nOptimal Firm Value: {round(totalLeveredFirmValue(T, P)[0], 2)} dollars\\nOptimal Leverage  : {round(100 * D(T, P, C) / totalLeveredFirmValue(T, P)[0], 2)}%\\nOptimal Coupon    : {round(C, 2)}  dollars\\n')\n",
    "\n",
    "print('Second-best Policy\\n')\n",
    "print(f'Optimal Maturity  : {round(T2, 2)}  years\\nOptimal Face Value: {round(P2, 2)} dollars\\nOptimal Debt      : {round(D(T2, P2, C2), 2)}  dollars\\nOptimal Firm Value: {round(totalLeveredFirmValue(T2, P2)[0], 2)} dollars\\nOptimal Leverage  : {round(100 * D(T2, P2, C2) / totalLeveredFirmValue(T2, P2)[0], 2)}%\\nOptimal Coupon    : {round(C2, 2)}  dollars\\n')\n",
    "print(f'Elapsed Time: {round(tic() - t1, 3)}s')\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### 3D Plot "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Elapsed Time: 117.204s\n"
     ]
    }
   ],
   "source": [
    "from mpl_toolkits import mplot3d\n",
    "import matplotlib.pyplot as plt\n",
    "%matplotlib inline\n",
    "\n",
    "\n",
    "Tlist = np.linspace(1, 10, 20) \n",
    "Plist = np.linspace(10, 25, 41)  \n",
    "\n",
    "maturity, facevalue = np.meshgrid(Tlist, Plist)\n",
    "\n",
    "tblist = np.zeros_like(maturity.T) \n",
    "bclist = np.zeros_like(maturity.T) \n",
    "tclist = np.zeros_like(maturity.T) \n",
    "couponlist = np.zeros_like(maturity.T) \n",
    "\n",
    "\n",
    "t1 = tic()\n",
    "for i in range(len(Tlist)):\n",
    "    for j in range(len(Plist)):\n",
    "        aux = 1 - np.exp(-y * Tlist[i]) * H(Tlist[i], Tlist[i], Plist[j])\n",
    "        tblist[i, j] = tb(Tlist[i], Plist[j]) / aux\n",
    "        bclist[i, j] = bc(Tlist[i], Plist[j]) / aux\n",
    "        tclist[i, j] = tc(Tlist[i], Plist[j]) / aux\n",
    "        couponlist[i, j] = optimalCoupon(Tlist[i], Plist[j])\n",
    "        \n",
    "        \n",
    "print(f'Elapsed Time: {round(tic() - t1, 3)}s')        "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x1000 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure(figsize = (12,10))\n",
    "ax = plt.axes(projection='3d')\n",
    "fontsizeticks = fontsize * 0.8\n",
    "\n",
    "surf = ax.plot_surface(maturity, facevalue, (tblist + bclist + tclist).T, cmap = plt.cm.cividis)\n",
    "\n",
    "# Set axes label\n",
    "ax.set_xlabel('T',labelpad=20, fontsize=fontsize)\n",
    "ax.set_ylabel('P', labelpad=20, fontsize=fontsize)\n",
    "ax.set_zlabel('TNB', labelpad=20, fontsize=15)\n",
    "ax.zaxis.set_rotate_label(False)\n",
    "ax.set_yticks([10,15,20,25])\n",
    "ax.tick_params(axis='both', labelsize=fontsize * 0.8)\n",
    "ax.view_init(elev=20., azim=120)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "##### Tax Benefit 3D Plot"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x1000 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fontsize = 28\n",
    "fontsizeticks = 24\n",
    "fig = plt.figure(figsize = (12,10))\n",
    "ax = plt.axes(projection='3d')\n",
    "\n",
    "surf = ax.plot_surface(maturity, facevalue, tblist.T, cmap = plt.cm.cividis)\n",
    "\n",
    "# Set axes label\n",
    "ax.set_xlabel('$T$', labelpad=20, fontsize=fontsize)\n",
    "ax.set_ylabel('$P$', labelpad=20, fontsize=fontsize)\n",
    "ax.zaxis.set_rotate_label(False)\n",
    "ax.set_zlabel('TB', labelpad=20, fontsize=fontsize)\n",
    "\n",
    "ax.tick_params(axis='both', labelsize=fontsizeticks)\n",
    "ax.set_yticks([10,15,20,25])\n",
    "ax.view_init(elev=20., azim=220)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "##### Bankruptcy Costs 3D Plot"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x1000 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure(figsize = (12,10))\n",
    "ax = plt.axes(projection='3d')\n",
    "\n",
    "surf = ax.plot_surface(maturity, facevalue, bclist.T, cmap = plt.cm.cividis)\n",
    "\n",
    "# Set axes label\n",
    "ax.set_xlabel('$T$', labelpad=20, fontsize=fontsize)\n",
    "ax.set_ylabel('$P$', labelpad=20, fontsize=fontsize)\n",
    "ax.zaxis.set_rotate_label(False)\n",
    "ax.set_zlabel('BC', labelpad=15, fontsize=fontsize)\n",
    "\n",
    "ax.tick_params(axis='both', labelsize=fontsizeticks)\n",
    "ax.set_yticks([10,15,20,25])\n",
    "ax.set_zticks([0,4,8,12,16,20], minor=False)\n",
    "\n",
    "ax.view_init(elev=20., azim=220)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "##### Transaction Costs 3D Plot"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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wFAoFVCqVjuDoNRp3Gs0Wx8FZJlX1+lsx/xOEy418swrClHNyZGzgQTGuWnTP87C1tYV8Pg/XdXH79m3cuHEDmqbh4OBgLMdwXsa16iwZi9GhKAps24Zt25ibm+v8vJfgWF1dRaVSgeM4iMViPTMcIjh6I+Z/giBwkG9QQZhSfN9Hq9U6NjJ2mB4UFK7rdlyyVVXtuGSf3P9lD6olcLoYwgRHq9XqKzhs2z4lOJLJ5CnBMe2lUMNiGOZ/AKRxXBAigggLQZgyPM87JihGPTL2JO12G6urq1hZWYFlWXj00Udx5cqVnvuX/gJh0lAUBZZlwbIszM7Odn7eS3Csra31FRzB3wi94XpxiPmfIEQLERaCMCX08qAY54SnVquFlZUVrK2tIZFI4IknnsDs7Gzo/iUIEHE1LfQTHABOCY719XWUy2U4joO//uu/7mn+ZxjGBZ3J5HNWL45gWxEcgjD5iLAQhAmne8LTOD0oAhqNRsclO5vN4tlnn0U2m2X97aQH1RKMCBxM08TMzAxmZmY6PysWi3jw4AGeffbZjuDY2NhAtVpFs9mEZVk9S6pEcPRHzP8EYfoRYSEIE8gkeFBUq1UUCgVsbW1hbm4O9+/fRyqVOvPrTLKwGBfyHkQTRVFOCQ7gKMNRrVY7gmNzcxOVSuWY4DiZ5TBN84LOYvIZhflfr9cTBGFwRFgIwgTRPTL266+/xs2bN2Ga5lgFRblcxvLyMvb29nD16lW8+OKLSCQS53oteXDLexBVwsSiaZowTRO5XO7Yzx3HOVZStbW1hYWFBTSbTZim2TPDIYKjP1zBAaCvF4cIDkEYLiIsBGECOOlB4fs+CoUCbt68OTZH4WKxiOXlZRSLRdy4cQOvvPIKbNse6DUnvRRKEAbhrAGoYRjI5XI9BUd3hmN7exuLi4toNBowTROJRAKpVOpYlsM0TQmA+yDmf4JwcYiwEIQLJMyDYlz+Cnt7e8jn86hWq7h58yaefPLJoa6SirAQhHAMw0A2mz3Vu9Rut49lOHZ2drC0tIRGowHDMPpmOCQA7s15zf9qtRocx8HMzIyY/wkCgQgLQbgAenlQnBwZO8rVft/3sb29jXw+j2azidu3b+O5554bujmYPHAlaxNVxnFNdV3vKzi6Mxy7u7tYXl5GvV7vCI6TPRyWZcnnsQ+U4Njd3cX+/j4ymYyY/wkCgQgLQRgjZ/GgGEVA6nkeNjc3kc/n4fs+bt++jevXr4+s3EqCaiHKXFTgqOs6MpkMMpnMsZ+fFBxBNrJer0PX9Z4ZDhEc/eklIAC++Z+MxhUuIyIsBGEMnJzwBIDVkD2soNx1Xayvr6NQKEDTNNy5cwdXr14di0v3ZRcWIq6EcdFPcLiui0ql0hEd+/v7KBQKqNVq0HW9Zw+HbdsSAH9LryxFr/8Otg3+V7w4hMuICAtBGCGBB0X3yFiuS/YwAlLHcbC6uorV1VXYto3HHnsMc3NzY3uASVAtRJVeo00nFU3T+gqO7gzHwcEBVlZWUKvVoGlazwzHZRQcwXc3BzH/Ey47IiwEYcgMy4NikKC82Wx2XLJTqRSeeuop5HK5sT+gJv2BOE3BoSAMG03TkE6nkU6nj/3cdV3UarWO4CgWi1hdXUWtVoOqqp0eju4sRywWi+xnaRjfE2L+J1wWRFgIwpAIRsYGgiKY8HReD4rzCIt6vY5CoYCNjQ3MzMzg+9///qlVynFz2TMWkrURpg1N05BKpU4ZYnqedyzDcVJwnGwYj4rgGOUChJj/CVFDhIUgDEgvD4qg3GmQL/ezBKSVSgX5fB47OzuYn5/HCy+8gGQyee59DwsJqoWochmzXaqqhgqOQHSUSiWsr6+jWq1CUZSOyOjOcsTj8al5/y7iWov5nzCtiLAQhHMS5kExDDhBealUwvLyMvb393Ht2jW89NJLiMfjQ9n/MJCH2BEiroQoEyY4ukuqyuUyNjY2OoKjV4ZjEgXHJIlIMf8TJh0RFoJwRjzP6wiKfh4Uw6CfsPB9HwcHB8jn8yiVSrhx4wZeffVVWJY11P0PA8lYyAM7qlz2+5pD0I9xMnvaLTiCLMfm5iYqlUpHcJzs4YjH42OZYteLSRIW/Tiv+V+wfbfQEPM/YRBEWAgCk7N4UAyDk0G57/vY3d1FPp9HrVbDQw89hKeffhqGYYxk/8NCAjAhqkjQdT7CBEe9Xj/mNr65uYlqtQrf9/tmOEYtOKZBWPTjLIJDzP+EYSDCQhAIuic8ua57rglP5yEQFp7ndVyyHcfB7du3cePGjaG7ZI8CefgcIeJKEGiCBvBEIoGrV692fu77Pmq1GqrVKsrlMqrVKra3t1GpVI4Jju4sRyKRGJrg8H3/wrIlo+KsgqN7WxmNK4Qx+ZGJIFwQvTwoxiEoutnd3cVXX30FAHj44Ydx/fr1qXrAKYrSaTC8rMiDNpqIWBwf3eVRV65c6fzc9/1TGY6dnR1Uq1V4nod4PH4qw3EeweF53sRnhoeFmP8JgyLCQhC6CFZogglPFyEo2u021tbWUKvV0G63ce/ePVy5cmWqBEU3EoAJUUWCpYtFURTE43HE4/G+giPIcuzu7qJSqZwSHEGWIx6PQ9O0nvuZ5lKoYSLmfwIHERaCgP4jY8cpKFqtVsclOx6Pw7ZtPPLII7h27dpY9j8KpHlb3gNBGDfdgqMb3/fRaDSOZTgCweG6bt8MhwiLcMT8T+hGhIVwqQlGxrZaraF6UJyFRqPRccnOZrN45plnkM1m8eDBg7Hsf5TIw0GIKhJsTh+KoiAWiyEWi2F+fr7z85OCo1qtIp/Po1qtot1uQ9M02LaNdrt9bFJVvwyHcISY/11ORFgIl5KTHhQAOoZC46JWqyGfz2Nrawuzs7N4/vnnkU6nO7+Pykp3FM5BEIToEiY4ms0mPvroI+i6DsdxUCgUUKlU0G63EYvFemY4pmGwxkUi5n/RRu5+4VIxLg+KMMrlMvL5PHZ3d3HlyhW8+OKLSCQSp7aLgrCIwjkMirwH0USuafRRFAW2bcM0TeRyOdy5cwfAd4Kju6RqdXUVlUoFjuMcExzdk6pEcIQj5n/RQO5y4VLgeV5nwtM4PCh6USwWkc/ncXBwgBs3buDll19GLBbru30UAtIonIMg9EMClstBL38H27Zh2zbm5uaObddqtY4JjrW1tY7gsG37VIYjmUyK4CAQ87/pQu5mIdJclAdFgO/72N/fRz6fR7lcxq1bt/DEE0/ANE3ybyUoFwRBuHi4/TSKosCyLFiWhdnZ2WN/3y04qtUq1tbWUK1W0Wq1TgmOoIfjsoy4PS9i/jeZiLAQIkfwRRIIiosYGev7PnZ2drC8vIxms4mHHnoIzzzzzJkeFFEQFlE4h0GR90AQphvP8wZ6dvQTHABOZTjW19dRqVTQarVgWVbPDIcIjnDE/O9iEWEhRIZJ8KDwPA+bm5soFApwXbfjkn2e6SFR+BKToFqIKjIV6vIwymttmiZmZmYwMzNz7OcnBcfm5iYqlQqazeYxwdHdw8HJhF9mzmP+l8/nkc1mkcvlRHAwEWEhTD3dHhRffvklbty4gXg8PlZB4bou1tfXUSgUoGkabt++jWvXrg00ZSoKQbl84UbjOgrCZcb3/bEblIYJjmq12hEcW1tbWFhY6AiOoIyq+58IDpp+fRfb29uwLAvZbFbM/5iIsBCmlpMjY33fx/b29sAB/VlwHAdra2tYWVmBZVn43ve+h/n5+aF8oSiK0hm5N81IUC1EEclYXB4m6VqbptmZUtWN4zjHMhxbW1tYXFxEo9GAaZqnejhSqZQIDgaBt9XJmELM//ojwkKYOoJGuO6Rsd1zrccRjLdaLaysrGB1dRWpVApPPvkkZmZmhvqFEYWV7iicgyAIl5tJEhb9MAwDuVyup+DoznBsb2+jUqmg0WjAMIyePRymaU78+Y6LoKT6JGL+1x8RFsLU4HneMUHRa2TsqAPZer2OQqGAjY0N5HI5PPfcc8hmsyPZVxSC8ih8SQ6Dab+OgnCZmQZh0Q/DMJDNZk89p9rt9rEMx+7uLpaWlvoKjkQiAcuypvZ9OC/9hEU/hmX+N80jiKf3yIVLQy8Pin79E6qqjiSIq1aryOfz2N7extzcHO7fv49UKjX0/XQThS/wKIijQYnCdRROc9nv68vENAuLfui63ldwdGc4dnd3sby8jHq9DsMwevZwRFlwnFVY9INr/tdut6daVAAiLIQJpnvCE9eDYtilUKVSCfl8Hnt7e7h69SpeeuklxOPxob1+GFEJyqNwDoMi70E0iWowJRwnisKiH7quI5PJIJPJHPv5ScGxt7eHQqGAWq0GXdd7llRFQXAMS1j042TFRRT6KkVYCBPFoB4UwwjGfd9HsVjE8vIyDg8PcfPmTbzyyiuwbXug1z0rURAWUTiHQZn2B6vQm8t+X18mLpOw6Ec/weG67jHBsb+/f0xw9Mpw2LY9Ne/nqIXFSaLwvSLCQpgIghRgICiC8X5nHRk7SCmU7/vY29vD8vIyarUabt26haeeeurCJmdEISif9IfHtL+/wsUy6fe3MBxEWPRH0zSk02mk0+ljPz8pOA4ODrCysoJarQZN03pmOCZRcIxbWADT/70iwkK4ULo9KBzHAYBjkxLOynlSiZ7nYXt7G/l8Ho7j4KGHHsLNmzcvvM4xKmlRCd7lPRCEaeYigstpJ0xw1Gq1juAoFotYXV1FrVaDqqo9MxyxWOzCgm259mdHhIVwIfTyoOg1K/qsnGWV3/M8bGxsIJ/PAwAefvhhXLt27Vwu2aMgKhmLaT+HQZn21SehN5f9vr5MSMZieGiahlQqdWr4ied5xzIch4eHWF9fR7VavTDBEfhTyLU/GyIshLHSy4Pi5MjYQeAEsu12u+OSbRgG7t69iytXrkzcqkQUgnL5QhaijNzflwMJLkePqqp9BUd3hqNUKnUEh6IonVG43YIjHo8P5XoFz99xxgZRMNATYSGMBY4HxTAI67FwHKdjahePx/H4449jbm5uYj/EUREWk3oOnufh4OAA8XgciURiZA+PSX4PBEGgEWFxcaiq2hEM3ZwUHOVyGRsbGx3B0S/DcZbv+aAUedIWHScdERbCSDk54QnAmRuyz0KvvoRms4lCoYD19XWk02k8/fTTyOVyE/+giEpAOmnnEJTALS8vAzjKYHme13kQBatmF13bK0w2EmxeHuRaTx6U4Oguq9rc3ES1WoXv+z0FRzwe7ykeLkJYTNrz8jyIsBBGQuBB0T0ydhQZipN0B+O1Wg2FQgGbm5uYmZnBD37wg1ONZJNMFITFJD2MuwWFpml49NFHcf36dWiahnq93ln1qlQqnZWv4OEVCI3gfy3LuujTEQRhTIiwmB66BcfVq1c7P/c8r/M9H/zb2toKFRyBoJCMxdkQYSEMjUE9KIaBqqpoNBr47LPPsLOzg/n5ebzwwgunVjWmgagIi4s+h25Boes6Hn30UVy5cqVTy6ooCuLxOOLxOK5cuXLs74JVr3K5jP39feTzedTrdZim2Xn4dIuOXpPEJuE9EATh/IiwmHL8GjT3SyQSP0AikTgmOHzfPyU4tre3UalUOt/bH3744THBMcrS2SggwkIYmF4eFJqmjVVQAMDh4SGKxSJarRZu3LiBl19+GbFYbGz7HzZRCUgv6hzCBAWH7mbC69evd37ebreP1fVubm6iXC6j1WrBtu1jQiOVSkXiGgqnkWDz8iDXegrx21Dav4faegeq8w/w9e+jbfzg1Gb9FpYCX6sHDx4gk8mgUqlgZ2cH1WoVnuchHo+fynAMQ3BI87ZwqTnpQREIinF+MHzfx8HBAZaXl1Eul2HbNubn5/HYY4+NZf+jJArC4iK+IAcVFBS6riObzSKbzR77eavVQrlc7pRT5fN5VCoVuK6Lw8NDHBwcHBMd0r8hCJNPMHJUVqinAN+H4n7yrZj4ayh+qfMrT70S8oenURQFpmlC0zTcvXu3axdHGY7uHo7d3V1UKpVjgqO7tCqRSEzMGPtxIMJCODOj8qA46zHs7Owgn8+j0Wjg1q1beOaZZ7CwsBCZD3BUhMW4zsHzPKyvryOfz0PXdXzve9/D/Pz82IJ30zQxOzuL2dnZzs9838f7778P27YRi8V69m+cLKcyTVMExxQw7Z9NgUdwneUzObko7uKRmGj9Boq/1XMb/4zCAuhtjted4Zifn//u9X0fjUbjWEnV3t5eZ3GpX4ajO14JROy0I8JCYON5XkdQjMKDgnsMW1tbyOfzcF0Xt2/fxo0bNzofzrBxs9NGFIQFMPoA7KIFRRjBWOVkMok7d+50fh7Wv2EYxqlm8X79G8LFMgn3mDBaRFhMKO4W1OavoTT/BpryFb29Ok9vcwLP89jXXVEUxGIxxGKxvoIj+M4vFAqoVCpot9udcefdi0zTPhxEnlQCybg8KMJwXRcbGxsoFApQFKXjkt1rNSEKwTgQjXMZ5TlMsqA4ycn3YFj9G9JEKAijRYTFBOGVoDb/D5TmO1Ccj6DAh6/dABiXxleGk7E4K2GCo9lsHstwrKysIJVKYWZmZqB9XjQiLIS+dE94cl137BOegKNAa3V1FSsrK7AsC/fu3Qutl1cUpZNNmXaiIiyGzTQJCuBs7wHVvxEIjkKhgHK5fMp/Q/o3xse0fzYFHiIsLhi/CaX5d0fZidbvoMA5/ms1BWCbfplzZixGaZxq2zZs28bc3ByA70qhpv1eE2EhnKKXB8W4BUWr1cLKygrW1taQSCTwxBNPYHZ2ljyGKATjAVE4l2GeQ5C1mhZBMUz69W80Go1jgmNzcxOVSkX6N8aEvJfRR4TFBeC7QOsDqK2/hdr8/0Hxa303VRQb4DxiJkxYRBkRFgKA7zwogglPFyUoGo1GxyU7m83i2WefPbV6G4b0WEweg55DFATFKK5jd4r9pP9GrVbrCI79/X0UCgXUajXp3xCEMyLCYoy0/gjU/w/Q+GvA24dqJkNFBQD4ikYKC1/JAsrZ+xZkGtj5kKfJJaffyNhxC4pqtYpCoYCtrS3Mzc3h/v37SKVSZ34dRVHged4IjnD8REFYDHIPBYJieXkZhmFMpaAAxh+QdGcrumm326hWq52RuEF2o9lsnurfOOk8K5xm2j+bAg8RFiOmvQrUf3MkKNy1rl8ogHdA/rnCSFecZyIUIBmL8yLC4pISjIxttVoX5kEBAOVyGfl8Hru7u7h69SpefPFFJBKJc79eFILxgCicy3nOoVtQmKaJxx57bCoFRTeTcB11XUcmk0Emkzn28179G90jEk8Kjng8PtXXYpjI+xB9gslAcq2Hh+/uQ2n89ZGgcL7svZGahYINxqs16U2Us5dBASIszosIi0tGtwfFF198gdnZWczNzY39w1MsFrG8vIxisYgbN27glVdegW3bA7+ulEJNHtxzcF2305QdFUEBTH7wye3f2NraQqVSgaIop0qpkskkLMua+HMVhLMShWbaScD3avDr78Kr/RVUpQHF+TB0e0VNAQxhofgVet/n6K8ARFicFxEWl4ReHhSNRgPtdntsHxzf97G3t4d8Po9qtYqbN2/iySefhGmaQ9tHVIJxIBrnwjmHk4Li8ccfx9zcnDzMLxBu/8bBwQFWVlY6/Ru9BIdhGBd4JqNDAs7LgVzn8+P7bfiN9+FV/wp+43eAf5RdUOx79B+rMYBT1ezT5VLTVgo17febCIuI43leZ8LTSQ+Kca3u+76P7e1t5PN5NJtN3L59G88999xIGkalx2KyCPuCvEyCYtqvYwCnf6NSqWBrawsLCwvSvyFMPSIszobv+/Bbn8Gv/hW8+t8BXrnHRlXydRSFjg98JQEVdfqgpkxYTDsiLCIKx4Ni1EG453nY3NxEPp+H7/u4ffs2rl+/fszCfthEIRgPiMq5nDyHyyQogOlffeIQ1r8RlFJ1O85K/4YwLYiw4OG18nBr7wG1/xdwCV8J75B+QYURm6gz4JRLTVvGYtoRYREhgpGxgaCgRsaOKmMRBI6FQgGapuHOnTu4evXqWD6g0mMxWXSfwyQKiml/fycd0zQxMzNzzEk26N/oFhzT2L8hAeflQK5zf7z2DtzK38Kt/g381jI0+1EolKhQDMAvka+toEVu46tJchsA8KekeTsqzyMRFhHgvB4Uw85YOI6D1dVVrK6uwrZtPPbYY2MPHKUUarIIrn2hUEChUJgYQTFOonAdh0l3/8b8/HcP/KB/IxAcxWLx0vZvCJODCIvj+G4FbvXv4Vb/Bl7jc3SbSHDKl6BloYAuheKUS4FhjudDAdQ5+rV6EEwEE86GCIsp5qQHBYAzmdqpqjqUILzZbHZcslOpFJ566inkcrkL+UBGKYib9nMJxsYCwObm5qUTFMLZ6O7fuHbtWufnruueym5092+cFByJRGKk5ZYB0/zZFPiIsAB8rwW39ge41b+GV3sAoN17Q4X+TKhqktWUrXhFehtFoV23ldxRluQceJ43dvPQKIw2FmExhXSPjG232x0PirOm7AYtG6rX6ygUCtjY2MDMzAy+//3vn6qxHjdSCnXxdJc8BSvK9+/fH0uwJ0QPTdNY/RsrKyvH+jdOCo5R9G9MewAg0FzWOnvf9+DWP4VT+ls41d/B0JqdqU79/4guX+I5YOuAz+jDgEtucd7+CkCct8+LCIspwvd9tFqtYyNjVVU9941/3rKhSqWCfD6PnZ0dzM/P44UXXjg1JeaimNZgvBfTdi69eijS6TT+/u///qIP7UKZtus4LZylf6NaPSqrCDIi3YJjEvs3hMnhsmUs3MYCnPLfwin/PXz3aJSroiVpUQHwpj2pKq0HtBwU0P4UQIPeZABhcVlF5aCIsJgCPM87Jii6R8YOwllLoUqlEpaXl7G/v49r167hpZdeQjweH+gYho30WIwf13WxtraGQqEAy7LwJ3/yJ5idnYWiKJ0SPUEYB+Ps35iGz6YwOJdBWHjOFpzS38Ap/x08Z+3U7xUtDTBKkzjTnhRGlkFRE3SJE5jmeOds3AYuRlhE4V4TYTHB9PKg4PZPcOAE4b7v4+DgAPl8HqVSCTdu3MCrr74Ky+KkM8fPtATjXCb5XMIExUkm+TzGwWU//4uG6t8IBMf29vaZ+jeiEAQI4URVWHjtElrld+E1vkS78jeh26ocszrF7O1ZcRKfk2WwyayGDwWKv0/v7pyu24BkLM6LCIsJpHvCUz8PimEQlrHwfR+7u7vI5/Oo1Wp46KGH8PTTT0/8FBbpsRg9ZxEUwc8m8TzGRRSDkqhA9W8EgmN1dRXlchntdhuJRALJZBLNZhOapqFarYr/RoSJkrDwvQZa5T+gVfp7ONVPALgw44+Qf6eo9HNf0TIAp3yJkWVQFEYwr6R506WkFGrsiLCYEM7qQTEMegWunud1XLIdx8Ht27dx48aNsU9GOC+TGoyfh+ALbVIebIGgyOfzsG07VFAETMJxC8JZ6de/0Ww2O70ba2trqFarnR4i6d+IJpPy/XtefN+FU/0YrdLfo1X+w+leCa9Gvwjj9BU1wZr2xCqpYryQr+UAhrAYpHlbSqHOx3REixEmGBkbCIpgCsEoBUVAd8YiGA1aKBQAAA8//DCuX78+dWo9aj0WwMU/2E4KiieeeIIUFCeJitg7L5f9/KOAoiiwbRu2bWN+fr5Tovonf/InZP/GScEx6Zlf4Tsu+vv3vDi1BbRKf4NW+bfw3f6GdGG/C1D8Fj3VVbVoPaDGofhFxv4Y5VJKgt4G0ycsooAIiwuinwfFOGcYq6oK13WRz+exsrICwzBw9+5dXLlyZWo/TFHKWFx0GdEwBMVFn8MkMI1BicDnPP0blmWdahZPJpMyknkCmSZh0W6uo1H8BzSK70LVTKC9HP4Hig7fo4UF/Dq5Ces9UrMAivRrMcqloJqkkPGhAsos/Vp9EGFxPkRYjJlheVAMSqvVwt7eHg4ODtBut1llLdNAlHosAsZ9PsMQFAHTfj8Ni6jdkwIdcJ6nfyMej58SHIlEQj5HF8ikB5euc4DG4W/RKP4D2o3lzs818x78Pj52AaqeBTxaNPguw1NCoac9sZrAAYDRlK2w6rNmAOX8Yn3c1z4qzwkRFmOilwfFMEbGnpVGo9FxyY7FYkgkErh//35kHlySsTg/wxQUAZKxEITjcPo3yuUydnZ2UKkcrdxK/8bFMYkZC8+toVl6D43iP6BV/QK9ZrOqikYOdlW1OGPakz60aU8KI8sAJQbFP6D318/9u/uQBiiDAo6Exbiv/aTda+dBhMWIGZUHxVmp1WrI5/PY2trC7Owsnn/+edRqNaytrUXiRg4IhMUkPgzOyriCctd1sbq6ikKhgFgshieffBIzMzNDff8us7CIktgVvmOY1/Rk/0b3PqrVaifDUSwWsbq6imq1Cl3XT2U3pH9j+EzKs8T32miUPkLt4F347Q24zQLxF3RqQFEtsndC1bIANukD5IgPztuoZQFwhAUj0zIEYTHJ2apJRYTFiDg54QnAWBqyT1Iul5HP57G7u4srV67gxRdfRCJx1PTUaDQiF/BM2iSlQRi1sBiHoAAksAYut7CKMqP+jlEUpZOt6MZ1XVSr1U6GY3t7G4uLi2g0GtK/MWQu8lni+z5a1S9RO3gX9eIf4LtHU5BMO0n8JVhO2Yqi0E3ZWoJ2ygYAt0jvj6rNAqCojCwKAMVn9IYMKCyCYTrC2RBhMWQCD4rukbEXkaEoFovI5/M4ODjAjRs38PLLLyMWix3bJkoTlAKiVHozqnNpt9sdH4pRCoqAaRd4g3LZz18YPpqmIZ1OI51OH/u54zidUqpKpUL2b8TjcQmcCC5CWDj1lSMxcfBbuM6JfgNFhdemg2rfY3g8MBSDqlr0ZmoKwB5jf3SWAYpJbuJDY5VLDeK6DYw/YzHO4T2jRITFELgID4p+x7G/v498Po9yuYxbt27hiSeegGn2/qCGGeRNK8H77Xne1K/QBV8ywxIW4xYUAZKxEKLIJGZFDcNALpdDLpfr/Izq30gkEqcEh23bE3duF8W4rnO7tYf64Yeo7f0V2o3Vvttpegbwd8nX89pFeqcexwWbDqwVLQ34DGHh0U3grKZsNQeFMV1KSqEuBhEWA9DLg0LTtAsRFDs7O1heXkaz2cRDDz2EZ555hqy1jWLAF6WMRcCg53JRgqKbKF2P83DZzz+qTEPwHda/UavVOoLj8PCwY/qn6/qp3o1kMtl3kSrKjFJYuO0Kagfvo7r/WzQr38BO3Q0VFQCg6Ul4TriwULQE4NNBvO8xXLB9j1EuZTN6qRWWOZ6icJqyM+CMrYU6XRmLqCDC4hyc9KAIBMW401ie52FzcxOFQgGu63Zcsrkr9VHMWHT3WESBQcTfJAgKYDqCr1Fy2c9fmEwURUEikej03AWc7N/Y2dnB0tJSp3+jl+CY9uxwGMMWFp7XQr34Ear7v0O99Cm6Z8Jy9qNoFuCEb6PpaYAxItbnZDXAmPakMAYGaFko2KK3Y02XivcahHX6pQbIWARDYGTc7NkRYXEGJsWDwnVdrK+vo1AoQNM03L59G9euXTvzcUTR86G7FCoKnEdYtNttrK6uYmVl5UIFRcAkZ8Ym9biEySeq9w63f2NtbQ2VSgWO40S6f2MYq9a+76FR/hLV/XdRO3gAv18Jkk/3PCgKfSyqFiNfStHS4PRF+C4jq6HQnwVFTQE+LSw4Tdm+YpDCwod+5GNxToIYIgr38LgRYcHA87yOoLhIDwrHcbC2toaVlRVYloXvfe97mJ+fP/dxRLF5G5jsQPasnOVcJk1QdBOV63EeonQ/CseZhM/WuLis/RuDZCwalWWU936Pyt57MPQjM7vQfTHM6jgN14qqM8bIpgCX0xfBGP3qEykUAIpq86ZLeRxzPAbKLMAQYX0P4wKExTR9LsIQYRFC4EHRaDQ6RikXISharRZWVlawurqKVCo1tIAxihkLIFrnxQlKA0FRKBQQj8fx1FNPIZfLTcyX1KQchyAMk6h8xwzCZejfOKuwcBo7KO/+DuW938NpBCv0ClRG7Y7XprMD8BhjZBn7UjWbkdVIAn6RPia/Rh+Twgg31RQU7NDbUbVgGE7jNjD+jEUUnpciLHrQPeHp888/RzwexyOPPDL2C16v11EoFLCxsYFcLofnnnsO2Wx2aK8vGYvJJ+xcugVFIpHA008/PVGCIiBK10MQupm0z9qkEKX+DY6waDslVPb+gPLu79GsLp36vW6kAGo8qqLCa9N9EZ7LMKJjBN6KqjGastOshmvOtCcojFhDzQAsYUELGX8IjduAfMbPgwiLLvp5UADjvbmq1Sry+Ty2t7cxNzeH+/fvI5VKDX0/wcr+JI5NHIQoCaZeQfm0CIpuLrOwEGElCEdMY/9Gv+ej5zZR3v8Q9dI3qOz9HeD3f+ZoRhJeK1xY6Hoa8BhjZDlN2R4deHO6n1WOWZ2iAx7dF6H4LXobNcY0x2MImSFkLMY5kCeIxaLApRcWgQdFMOHppAfFOCcnlUol5PN57O3t4erVq3jppZcQj8dHtr8ouVR3E6VArvtcplFQANG6HoIQIPf08Ajr3+gWHEH/hu/7PbMbo+jf6J4M5Psuqgefo7T7Hsr7H8P3Wkhk7oWKCgDQNIuMl1UjCa8ZLiyOPCzoHgSfkfkAK9CnQ0RFy4CTQYBPG/Zxpkv50FnCQjwsLo5LKyz6jYw96UExamHh+z6KxSKWl5dxeHiImzdv4pVXXoFt2yPbZ0D3BKUofYCiFMgqioJ2u43l5eWpExQB03KcoyQq96NwHLm3R0d3/8bc3Fzn50H/RiA4SqUS1tbWUKvVoGkaksnkKdExSP+G7/tAewObix+gvPsA7qk+CM5EJLqcS1VNlvjwTzpxn9qXyXLdZjlzs6Y9JVlZBlZJFefjpM5C4UyzGtB1e9yjZqPEpRMWwcjYVqvF8qBQVRXtNm3Ycp7j2Nvbw/LyMmq1Gm7duoWnnnpqrA1sUfN8CIhK83a73Ua73cbnn3+OZDI5dYIiIEpC7zxM2/UShEmmu3/j6tWrnZ8H/RuB4Njd3T3VvxEIjVQqhUQiAV3vHwI1apuo7H8EtfRX8P0Siv0WyX1OfEBH3rwxsjZcon1C1TMAoxTKZ5RUKb5D92GoFqNcyoTi070hCugsis8ckzuMUqiLaNyOwvPi0giLkx4UwFEASt04w85YeJ6H7e1t5PN5OI6Dhx56CDdv3gz9ghsVUfN8CJj2Hot2u42VlRWsrKzA8zzcuXMHDz/88FR/4VxmYSFEk6iVkE475+3f6M5uxCwfrcoXONz5AxqVVcSSWdJXwXMZQTxjkhNrjKzCyHxodF+EotqAx2gC50x74gTfWgYAY+IVa7pUbOTmeED0KjnGSeSFxaAeFMMSFp7nYWNjA/l8HgDw8MMP49q1axc68SLKwmIaA9luQRGUPH399ddIJBJTHcBM87EPi2m8HwUhClD9G6XDXVQPPkJl44/QvC0EX1c+fLSbRfL1XYduXOaMkeWJD/pZzSqp0jMAY7qU79LnxjsmXrkUq3dC0RnmeAagZOkdhiDC4vxEVlh4nteZ8OS67rk9KAYVFu12u+OSbRgG7t69iytXrkzEDRs0p0ct6Jm2czopKJ555hlks9nIXJ9pFXrDQoSVIEwWvt9Gs/Ilqlt/QG3/M8BzjoKhro+qosZBrbKrmsXKWLjDGiPLarimv28UNU4nSBSDNe0Jfh8X8W445VJQWX0YHI8OqPPAgN+7IizOTySFxfLyMv6f/+f/wfvvv39swtN5OG9ZjeM4HVO7eDyOxx9/HHNzcxMXZEx72VAvpiWQ7RYUyWTymKAImLT75bxMw/UYJZf9/KOIXNPpwvd9VIoL2N/6AxrVDbQqi6Hb27EM3Fa4sGg6GmLEICPdSNMeFlDgcTIfLqeciO754DlzZwAwnMAZJVUKpytby0LBOr0dpw9jwMZtQITFIERSWKiqiuXlZQAYuNTorBmLZrOJQqGA9fV1pNPpiW+4jcKK+EkmXSz1EhTdafpuJv1cOEyL0BsVk/rZFwZHru3kU6us4WDzfexvvQ/n29KmZOYO+XeaYcMlYthUahbtRnhg3fYNUENUNT0N+HRDMsdAz/foDIKi0Ov+ipbgtH3wsgwMczxF4Xp1MSZeDdhfAVycsIjCd0okhUUsFgNwFOQbBj0XOQyusKjVaigUCtjc3MTMzAx+8IMfnGoim0SiELieZFIDWcdxsLq6yhIUAZN6LmchCl+UgnCSaf9cRplWYx/734qJRnXj1O9VzvhXRqO0ppug8gO+r5NjVI8M9MKFhaonAKKRHGD2RTCyGqpm08JCTTCyMWCWS9kTY44HSMZiECIpLCzLAnAkLJLJ5ECvRQmLSqWCfD6PnZ0dzM/P44UXXhh4n+NknAaA42LSsjDnERQBURAWgARhl/38o4qI5smh7VSxv/URqoeLONj6A8I7fFnGC4xt6M91MplCi1hkL5XrSFrh26haGiBFg8oaIwufUeLEKF9SNE6ZFwDOqFmFDkd9WFAZrzXNGYsoEElhEZjLNRoMlUzQL/A+PDxEPp/H/v4+rl+/jpdffrmTKZkmohK4djMpWZhBBEVAFK5PFM5hECT4FITR4LktHOx8hr3NBzjc/QK+7yKVvQkq4PddegITp6QIPmEqcXSU5BbpdAZeczt0m7ankgGbqqcBhLt3A7yshgKXUS4VB5myAQCXIT4Y5VLQZgGEv08A4KvT12MRpWdkJIWFruvQdR3NJmd8Wzjdq9++7+Pg4ADLy8sol8u4efMmHn/88U6GZBqJYsbiogPZ7sb98wqKgCgEpRd9PQRhFMg9fTH4vofS/tfY23gf+9sfwzshElyHntLUdugmaLdN1/IPy8NC0xRSfrQcF5TdlaangDYlLJhZDXB6NRghpJqEgnC3cABQwBB7agocYYEhNG+LT835iaSwAI6yFsMSFq7rdkztGo0Gbt26hWeeeWbg/o1JYNLKhobBRZ3TMAVFgATl0UCuYTSRwGN8VA5XsL/1AfY23ofT6r/i7rSIoFlR0A75+283Qtuhg2/6dXiTnHyfjlXSqRTaRAVTudpEiiqp0jOAz1j1Zxw3a9qTmgE4wsJn7E+xx2KOB1yc83YUiKSwUBQFpmkOXArleR729/fRbDbx9ddf4/bt27hx48aFmtoNm0kpGxom4z6nQFCsrKwgnU4PRVAEREFYROEcBiEqDwtBGDeN6i521h9gd+MBmvUDqKqDsMhSN5LwCe8Fw8wA7fBA1zBTZO+AqsXge4zMB2OMrM8w0OOUXcXjtD+FBxuscNktMjaij0lVY8yWFnp/vqIxzPGsb8XMYMhUqPMTSWEBHGUszissXNfFxsYGCoUCfN+Hqqp49dVXI9nIE8WMxbgC2ZOC4tlnnx2aoAiIQlAehXMQhJPIPT0aWs0y9jY+xM76A1QOC52f2/EZtFvhZT6mlUSrTgmLOBxCWOhmEu1muLDQzRQ8wudC01OAXwzdBuAZ6PkeXZplGjpcQljU6i7Sdvg2ipYGJ8sAny4FU1SDISxMKIyJVzxzvMGzFYA0bw9CZIWFZVlotWgjlW7a7Xan2dayLNy7dw/JZBLvvfdeZG+wqGYsRvnQPykonnvuOWSz2ZHsKwrXZ5JXYMYRHIqwii6TfG9PE267if2tT7Gz/gCHe1/B909/5xlGHG3ika7pdL+jplnkOrumW2gT1UmaHoNHHM+R+CgSr0NnRwDAazMyH4ySqmw2B6+xFrpN09Ghm+RL8Zy5OR8RLQuA8VqsPozB+ysAERaDEElhoSjKmTIWrVYLKysrWFtbQyKRwBNPPIHZ2VkoioJ6vQ7P8yLbyBPFjMWozmmcgiIgKvdc1O4xQRAGw/dc7O98he21B3Cah6gUF0K3V3W6p5HjT8H5TlUUOqBUVTp8UjWLXKzXjBS8VriwUFSblbEAx5mb4XqnaXFyGx8q4NGZFoVRLqWoCVbvBKcPYxiu28CRsBh3H21UnveRFBYAYJom2bzdaDQ6LtnZbBbPPvvsqUAxUKxRFRZRWBE/ybBXiC9CUAREYbU7CucgCCeJ6jNh1BzuL2N77QF2Nz6G863BQ3buEfLvOG91r0zH6Y04dtKcGar0dxpL6GiMLIuRAVzOlKoiuQ0YWQ07lgSIbEyrbcPQOSN5GZ4ZqsVz+eZ4Zkgp1IUTWWERlrGoVqsoFArY2trC3Nwc7t+/j1Sqt518cGNF9SaL6rjZYZzTRQqKgCgE5Zc9+IrCNRSEQaiVt7C19gF21j9Ao9ajdp8hCDyXLm32XDrQ5WzDGRE7LA8LVdVog2stBo/YSGWWVHGmPXGw43OshmvX2YdOPAIUhsu5rySgghYpw5gIBchUqEGItLA4mbEol8vI5/PY3d3F1atX8eKLLyKRSIS+TrewiCJRDHoGFRaO46BQKGB1dfXCBEVAVK5PFM5BEAQ+zXoJW2sfonJYwO7GR6Hb+gzR4LaH40/Rdmjn5mH5XPAECiPzoRmkRFG1JMuIjuNhoaBF5mNU1SZ1k+8r0MFw3eZkiNQZABvkZtMsLKJCZIWFZVkdYbG0tITDw0MUi0XcuHEDr7zySsedm6K7FCqKRDFjoaoq2m1OKvs4kyQoAqIgLCb5HEqlEjzPQyqVgm3bI1sxmtTzF86PlEKdpu00sL3+CbZWP8TB7gIAH5ncdfLvHIcO0lvN8OZeRdXQboUHsapqwCVEg6JorBGxnG08RvkSpzSJUwemajGyykvREqwpVfAY054YfSiKnoWibJHbVcq7SMfCt/HVJPk6AIAhNm/L5/t8RFZYmKaJL7/8En/6p3+KRqOBX/7yl3jyySdhmpxRB9+hKEok+xACoti8fdbr1S0oMpkMvv/97yOTGXwO9jCY5KCcyySeQ6VSweLiIg4ODmDbNqrVKnRdRyqVQiqVQjqdRiqVQjKZHNi3Rh5OQpTxvDb2tr7E5uoH2Nv8Ap53fFGn3QoPrhVFgUOIBt1MwPfCRYNppuE6e6HbGFYaXmsnfF9WGnDDx9pqWpw8HgBwGSZ7PPHBaYDW6SyDngbaRXp3jKZsKPQzVlFTgE8Li7hNN1i0XRWcr+JhNm9LxuJ8RE5YuK6LX/3qV/iHf/gHuK6Lf/Nv/g3+/b//95iZmTn3a0ZxVT8giqKJG8hOsqAIiOL1uUhqtRqWlpaws7ODGzdu4NVXX0UymYTruqhUKiiXyyiXy1hfX0e5XIbjOEgkEh3BEfwbZXZDmA4mTSyPE9/3cbC7hN2NT7G5+gBtp3ftu6IoZKbBtDNwW+GeCaaVQqseHsjrZoIUFroRBzWF3jAScAhhoZspuER2hO1h4dDb+B7dW8DxeFBUIi0AAIoBMEQTJ9OiqDarKVtTaCFTrdZhpYlDQgxQe/fLnpVxC4sofZ9ERli0Wi38z//5P/Hmm2+i2Wzi0UcfxT/+x/8Y/+k//aeBXzvKwiKK50ZlYYLxwpMsKAImcbX/rEzCOTQaDSwvL2NzcxNXr149VQ6paRoymcyx+8D3fTSbTZTLZZRKpY7gqFarMAwDyWSSnd246PMXRsNlE5flww2sFz7E5sqHaNQPYVk6PLf/arplZ9AmRINhxklhoesWNaQImkaPBuVswxlrq+k2qLYQjoeFqiUAn5HVYHhYcFywFYWR1dCyAKNJGgzXcUVhhJhKAgrCBSEAZLMpsqej3kpj8auvOt/NiUTi3OJAmrfPz1CExTvvvIPXXnuNvf3Pf/5zvPfee7h79y6KxSIA4I033sDdu3fPtf+//du/xb/8l/8SqVQK//E//kf8q3/1r/Dv/t2/G9rDPIrBd0AUV8T7BbLTJCgCJiEoH5SLPIdWq4V8Po+1tTXMzc3hpZdeQjxOz2gHvvPDsW0b8/PfpdfPmt0QhGmmXitiY+VDbBQ+QKX0XVmLaSXgEROGTCtOCgud4cSmaox6/iEFZazegSF6WPhEuZSiGPBdOoPgM0qqFIUekqvoCd60XcZEKE65FLQMwBAWAGOalzLf+c6vVCrwPA+JRKIjNIL/jcVi5P3i+76UQp2TgYXFT3/6U7zzzjtYWAg3twGAYrGI+/fv44033sDbb7/d+fmDBw9w//59/OY3v8Hzzz9/5mP43ve+h//6X/8r/uk//aedG8GyLLZBHkUUg++AKIqmk9drGgVFQFSExbjpHhWcy+X6jpQ+z3sblt0IMhvd2Q1N06AoCr744ouO2BhG74ZwsUz75zKMVrOGrbVPsLHyAQ528+gVjtqxJOqVcGGhMUQD5/uB40/he4zxr5wRsf74PCw0PYY2cUiakQY8RlDNmPYEn56+paq0rwZUG/DpLIrC2J+ixjlTeVnmeHbiNp5++mkAR5/Per3eWQSqVCrY2NhAtVqFqqpIJpOnBIdpmp37UXoszs+5hEWxWMQ777yDN954A4uLi+xMw5/92Z/htddew+uvv37s588//zzefPNN/Nmf/RmWlpbOPInn2rVr+Gf/7J8d+5lt29jb46hgmigG3wFRCFxPEpzTNAuKgKhcn3Gdg+u6WFlZQaFQQDKZJK958P4OKn66sxtXrnw37tB1XSwtLWF9fR0ApHcjYkTpWrltB1sbX2A9/xGqlV00quFNt7pOT1bkvDu+RwfyHO8J16XLd9w2vY3HeB3fowNmTrTM8W9Q9SS81nb466g2fEZpEmfaE+eqKWoWAKM8iyEGFIUWnz4UKH545uvoxb7LLCuKgng8jng8fuw72fM8VKvVjuDY399HPp9HvV6HYRgdodFqtVCr1dBut6Hro+8aCAYFRYEzvVvFYhGPPPII7t69i9deew2//vWvce/ePdbf/upXv8KDBw+OZSq6ef311/HGG2/gjTfewC9+8YuzHFZPusfNDkqUhUUUz83zPNRqNbz77rtTKygCoiAsxnEOnudhfX0dy8vLsCwLTz/9NHK53IV/UWuahng8Dsuy8MQTTwA4ElmNRqOT2TjZu3FSbEh2QxgVvudhd3sB64WPsLn6Gdrto2dmbuYmWXiiMFZzPUYWoe3Qwa7TogNUarIUALRbnDGydNkRZ5ITy8OC03DN6R3RM6yeB4/jYaG4dLmUFuc5ZbPKpRivo6ShgPGeMzwsVFXtfLdev/7dKOR2u41KpdIRHO12G9988w2++OIL2LZ9LLMxaP9G1DmTsMhmszg4YFiq9+Av/uIvcPfu3dDsxmuvvYa33nprKMLCtm20qPEPTKIYfAdEadxsq9VCoVDAysoKNE2bakEREBVhMSo8z8PW1haWlpagaRoef/xxzM3NXbigOEn3NVQUBbFYDLFY7FR2o7t3Y21trfOAO5ndSKfTsCxr4s7zMjHNPhbF/VWs5z/C+srHaDZOB9IqY4WWk2noNy2qG2pqlKpqaBPCQtNiZLDP2UZRDbhthjne0DwsGKVCLL+IGMjudsVkiQ9O2ZWiGrSwUCwoPsMcj1Ge5ms5YEjCoh+6riObzXYqZjY2NnD//n3EYrHOd3KlUhlK/0bPY5/y53w3Y5kKVSwW8eDBA7LBOxAdv/rVr/CjH/1ooH3atj20HosoC4so9I8EgmJtbQ3ZbBZ37tzB3t7e1IsKIDrCYtjn4Ps+dnZ2sLi4CM/zcPfuXVy9enUiAz3uMfXr3ZDshjAMquU9rCx/hPLhBrbXPwvdljO61G3Tz9dWM3yFXDfoYN+0Mmg74eNfDTuFdoN4HcY2hpWGT5yXpifge5zMx7A8LGgBp6oMZ249A3icTAtDDHC+07QswHDdZk2gUhKM1xme6zbwXY+FaZqYnZ3F7Ozsd/sZsH8j6oxFWLzzzjsAQPZiBGVV77333lCEhZRC0UzzuZ0UFD/4wQ+QTqexs7OD3d3wB9G0EAVhAQxvNcb3fezv72NhYQGO4+DOnTu4fv16ZFPSnOxGqVTqm90IRuFKduNy0mxUsZb/GCvLH+FgbwUAcOXaHfLv3Da9kt5qhAfXhpmAR0wzsuw0mrXwYFe34mSDs67b5CAjTY+R2+hGDA6xkW6m4BJZFq6HhdemxYfPySAw6olULcFqkoZbZGzEETu8/SmMJnCoJu/Yh+S6DYQ7b4f1b9RqtY7Y2N/fR6FQQK1WO9a/0f2/4+jfGDdjOaPFxUUAIPsxAuHx4MGDgfc5zKlQUSoXOsk0Bq79BEXANJ5TP6JwLsM6h4ODAywuLqJWq+Hhhx/GzZs3p2J1fhTXULIbF8+klkK12y1srHyO1eWPsL35zamJSpwJS61meMmMYcTQbof3Rlh2Co0qYWqn26CW/zSNDlM423CmNKkaZ/StRVYB6WaS4WERY2UHOKNmOYG+ohqM3ok0AEaTNMOwjycGFMCjy+s5wslXkoDCGyXO4TxTobqzFd20221Uq9XO9/Lm5iYqlQqazWanf2NmZgbf+973hnb8F8lYhEUwipaa9hS4Y+/vM25sAumx4DFN50YJioAolHcFiLAASqUSFhcXcXh4iNu3b+O5556L5CrPoJw1u+G6LuLxuGQ3IoDnudja+Aa7W4tY/ub3oRmHthO+4KaqWs++i26sWArNWriw0A16bCnLn4LT3csQS6xGacauVJaHhc3wsEjDJxvFVZY5HsuZW6EL3BQtBXgcYcEYNQtGUK5moGCT3o4hnHxluNkKAEPLhOu6fmohCDiKaYLsRpSYyKdzYJo3CNJjwWMasjFcQREQhWA8ICrncp5zqFarWFxcxN7eHm7duoWnnnoKhkFPSBGOI9mN0TAJn8u9nQIKSx9hdflTNJtVzF99iCxjahIlTFYsDacRPqrdMG00iWFOqjokfwpGcy9n+hRrRCzHC4NRk8PLjtgIMS0HAGhGBvDpsl7f5Thz02OcVC3GzDIUyddSFE4WJQWwhAUjlhtif0Xw2R51iW3QvzEzMxOpGHMswuKsGYhhZCyGOW42SivgJ5nkcwsExerqKnK5HCkoAqISjAPROJeznkO9XsfS0hK2t7dx/fp1vPrqq7AshmnThDKJ15DKbgRGf93ZjWACSpDZkOzGxfhYlA53UFj6CCtLH6FaOV5G0m6FB2CGYcNpha9uW3acFBYaI3D2fTqQ5fhTcMbRug5jklObblzmHM+wPCxU1SBDfVVPwica16FoPGHB6dVQ6JBQ0TIAwn01AAA+RwxwhAyg+IxelCE3bgOjFxZRZWxToTgEpVLDyFjEYjE0m82h1MFGPWMxaed2UlA8//zzLEERMA1ZmLMw7efC/fw1m00sLy9jY2MDV65cwcsvv4xYLDbioxO64WQ3gnIqyW6Mj3qtjPWVL7D0zR9Q3F/vu12jHh5g2vEUGtVwYaEz+hU4osElSq4AwCF6OY62oYNKh+FP0eb4XLAmOdFChyc+GO7dmklnNfQM4NOBPqtXQ+H4aqQAjyEsWNOlGPcaNCg+3YfhD7lxGxBhcV4mqhQqEBRndd7uhUyF4jFJq6mtVgv5fB5ra2uYmZk5s6AImOQszFmJikgKOwfHcZDP57G6uorZ2Vm8+OKLSCR44wWF0SPZjd6M+nPptBpYyX+O/OJH2N5cQm5mHqVifzdsw4zBIVb3TTMGYuIqC96o2fDAUlU10vhONxLwiAD1aERsMXwbMwWfMIdTNZs1/tVtccQHo2aeUeLFdeaGwxEWRXp/vkP3Yag2b0IToymbI66g5qCgyNhu+BmLcX5fXVrn7fNyVqEQNHEPwrCdtx2HU3s5fUyCaBqWoAiYJLE0KFE4l37n0G63sbKygkKhgEwmM/B1n1SicA17wc1urK6uHhu3GKXsxrADAddtY2P1K+QXP8b66pdw3e/q1Bv18AA7Fk+hVg4XFhqjWdp16ecmNTVK00yyhMmyM3Ca4WU+pp1Eizhvw0ygRQgL3UyiXQ8XBIaZgkeUS2l6Ej6jLIflYeHRmQ9OX4Simoym7AwAxgh2hs8FR+xATUFBeDkdACikqx/gqxmAISx8ZfgeFlEJ9MfNRGUsholkLHhc5Ip4s9nsNGUPQ1AERGWVH4hGUHryy9l1XaytrSGfzyMej+PZZ59FLpe7oKO7mDr5qBKW3ehuFD+Z3TgpOKKW3QjD933sbOWxvPgRVpc/Q6tHD4SuW2gR3dKmaYEKVX2PDlSdJhVcm3Ba4dtYsTRa9fCshm7G4RCPaN2wQbSEQNPp/itdt1geFi3Kw8JIkhkLtocFQ3z4TGdu6gmh6SmgzWgC9+hjYpVLqWmAISxA3rGAosZZiY1hl0JJGdT5GYuwCDIQVO9E0LQ9rFIomQpFcxFlQ6MSFAFRCMYDonAuwTl4noeNjQ0sLS3BNE08+eSTmJmZuRQB5LRfw0HRNA3ZbPbYd/vJ7Mbh4WHf7EY6nUYikZio7Mag/XsH+5tY+uZjLC9+Al0DatVi320TiTSqFXpMLEWbKGFSVJUcNWvbabQaO6HbGGaMFgQaPeFNVejgjrONwtmG45dh2HCJWJ/jYaFoNnyPLpfi9EUorKyGRcfmigUwjgk+vWCraHFOsgUKY7qUrxgsYTHsUigRFudnLMLi/v37AL7zs+hHYKT3wgsvDLxP27bRbrfhuu7AM++jtAJ+knGe20lBcf/+faRSqaHvJ0o9FlEQFr7vo16v47e//S1UVcVjjz2G+fn5iREUozY6m5TznDT6ZTfa7XbHdyPIbvzxj3+MRHajWiliaeFjLC98jOLBUV28qqrQ1PDPuGnZqBIxn+/R4z3J5u5YGk4jfCqjacVADJ9iiRzOJfMZxfycRnJOUwDt8sDseeB4WOhpoE0H8Rxnblagr+rk2alaBgCjAcfnlEtxYi6dldnhfLJ9JX0kjIaECIvBGIuwCIQCNUY2yGhQDt0cgmkyjUbjlAviWYl6xsL3/ZEGV+MSFAHBF8KkOuOelWkVFr7vY3d3FysrK2i323j88cdx9epV+cIWQtF1feDsRjKZHPl9xv1cNpt1FJY+w9LCR9jeLODk8ms8kUajFt7oqjIyNdQYWcOw0XaIUbNWnBQWnGPhBOketfQPwGP0e3BGxHJeh+OXwRIoDFGl6TG4hA5U9TTAmIbksZy5Gcetxzk+dACjCZyFloECjjEcw6NkiNkKQITFoIxFWDz//PMAvstI9CPIaPzoRz8aeJ/B3PtmsynCIoRRBuHjFhQBwXlEQVhMY8bC930cHBxgYWEBzWYT2WwWruvi+vXrF31oF8a0XcNJY1KzG/1eq912sFr4Cgtff4z93QKaIaOYbDtBCgtONqJeC1/djsXTqBOjZjWdY0BJ38ucBnCOP0W7RQfNnG04PhfDGiOrDMnDQtNT8NuMMavEtKujjejjVlWTfh3FAnzOGFnGxCs1xStxYvRhYIiN28DFCYtpj1cCxta8/frrr+Ott95CsVjs20Pxy1/+Es8//zzu3r078P5s2waAofRZRKm05iTBjTzMD9JFCYqAUZzTRTFtZXiHh4dYWFhApVLBww8/jFu3bmFjYwN7e5xGvmgSlYfFJNIvu1Gv1zujcE9mN4KMRjAKd1jZDd/3sLG2hMVvPkZ+6Qs4ThOmacNzCd8IRqlur4bubiw7QQbPhmmjTlSxcO5Ut02LBo4/RYvwp1AY42hV1UCbOG9FUdHm+FwwtvEY5UssDwtGA7Sq2cysBm0ozOnnAKsPJQOAkSHhTLxSLJaw4JnjDa9xG4jGouRFMjZh8eabb+Ktt97CL3/5S7z++uunfv/gwQMUi0W8+eabQ9mfruvQdX0ok6EuQ8ZiGOfXbDaRz+exvr6O2dnZsQuKgO6MxbQzLRmLcrmMxcVFFItFPPTQQ3jmmWdgGEern9NyDqPksp//OFEUBfF4HPF4PDS7sbq6OpTJVLs7a1j85hMsLXyKeu140JVIplE+JLqYGdFVvUb1RiRRJQJs3qhZOiimRIOiqqSHhWGl4BP9A5aVRtsJX5AwrRTarfBnvGGl4TvhwbdmxOEzDN3aDkN8MLww4NMZKFZJlZYCXIawYPRqKL7LGFubYDVlgyEGeOZ4+thdt4FoLEpeJAMJi3feeQfAUYnT4uJiaKYhm83iF7/4Bd544w38+Z//+amsxU9+8hO8/vrreO211wY5pGMMa+TsZRAWgwQ+kyIoAoZxTpPCpAfltVoNi4uL2N3dxc2bN/HEE0/ANI+n1Cf9HEaNrHxNBmHZjX69G90Gf93ZjdLhPna3FrC5+j4qpf6BnWnSDaUO4VDNyUaYhk223Q5j1KyqaqSHhW1n4DQpQZBAkwh2dStOCgvdiKNNTWkyEnAIYWGYKbhESZVupADGFCPWGFlG2RWvL8IG1buuqDHApwURfEoAH3lm0MJCA1hjaxkKRZ2BAlo4YcgZi3ELi6g9H88sLO7fv49isYj9/f1j42Pv3buHbDbbGR/69ttvn/rbIFNx//59vPnmm3jttdewuLiIN954A6+99trQshXA0cPcNM2hlEJFWVh0lw2dlUkTFAFRylgAk3kejUYDS0tL2NrawrVr1/DKK690yg8FYVrozm5cvXq18/Ne2Y3iwR7KpW00avto1A6h6QYUorGUE5xQ2YhYLIkKVe7DiIHIUbOKgmaDyozQosGw4uQ2um6BWvLTNLrmX2WMrNU1i2z/1XR6jKxmpOA2i8TrMA302pxAn+NhodHTnvQ04NL745RLKZxiOS0LBRv0azGmWflaBmAIC8lYTBZnFhbvv//+QDt8/fXX8frrr+NXv/oV3nrrLWSzWbz99ttD8a44ybC8LKIsLICz1/FPqqAIGEQsTRqTttrfarWwvLyM9fV1zM/P46WXXkI8Hg/9m0k7h4vgsp//tBFkNxKJOJr1AxzsfI211QX4Xd8pmmbCc8NDVur3hmGj1QxfKTYtOuvhDWvUbDO8WdhkiAaWPwUjaOPk+VjJQMY2nPG4mmbSDddmEj5hoKeoJnxGuZTPccFmTanieEoozGlPjBIuLclJtkDxGUJGifHM8SLQvK0oSmSy2xfmvD2MyU8UlmWh1WI0UhFEXVhwm9NPCooXXnhh4Ilbo2Lamp77MSlBueM4KBQKWF1dRS6XO9O1n5RzuCii8rC4LHiei5X8wrdN2F+i3afWRjcMtIiArVgMD8ITyRQqpXBhwVklply5DTNGTmGy7AQpLDSGiRzLd4DhPeExxr9ypmVx+hl4btIc8REjQ2/NSANtuhTKZZRUgfEeKarB6J1gOmX79EKtojAz14xRur6ik8LChzL1pVBR48KExahRFGWoGYsoB0bU+U2ToAiISjB70efhui5WVlZQKBSQSqXw/e9/H5lM5sKORxBGxebGCr758mMsfPMZVFUjy4KoAFpVFYZXAx28eB4RPCpAgyinisfTqFXCg1nOqFmORiaPF4BLlGUBgMsYR+u26VV9js8Fa5LTsDwstDg97UmLs8a6srIaCr3or+opwOUIC7qkimMiCMWGwjLH44yNygIKZ0wyHxEWgxFZYQEApmlK8zaDfhmLaRQUAVEZEXxRwsLzPKytrWF5eRmxWAxPP/00ZmZmzvVaFy2OLprLfv6TzMH+Dr756hN88+UnKJW+W0Gdv3KdFBYesRIeT2RIf4qWQwe0YR4YABCzU3CIUakGo4mcNWqWMTWq7dDBrtOkA1TqnLivw/G58BgCxfcYDtcc8cEpFTPSQJtx3JzyJdYEKps37YmzP4Xx3NUyABivBfp+G/aoWeDiSqGiQqSFxbB7LKI62/ikcJpmQREQlWBu3C7inudhc3MTS0tL0HUdTzzxBGZnZwfad1SuhRANqtUyFr76FF9/+TF2d3o3mRomHfxRfg6xGG18l0zEsV8Pb06tVcNLYuxYkgzCVUZ3N9UPAgBOiw7AW4Qg0zSTLMvSjTg8N7wGX9fj8IiGY1UzWVmNNtEXAQzPw4LzXapqMVBVXooWBzxGU7ZPZ344o1+hpQHs0q/FaMpWlATTHI8xunfIjduAZCwGJfLCYlgZCyC6pilBKVSj0UA+n8fGxgbm5uamUlAERC2YHfW95/s+tre3sbS0BN/3ce/ePVy9enUo+4ziZ0aYLlrNBha++QJf/fFjHOzvoNkggkTiq8MwLHiEuzTL+I7ojYjF6GyEz8g1cHoaWoRoUBSFFA2mlYJHjJE17RQcYsHPtJJoEdfIsFNw6pQpYBpeK3xfupGCzyjLGZ6HBa8vgkJjTnuCy3HK9hl9GCnAo4UFGE3ZUC1WhoTlYTHkxm3gSFjIc+v8RFpYWJY1VGERVRXr+z5WVlZwcHAw9YIiICp9MaMenev7Pvb29rC4uAjHcXDnzh1cv3596Pd5FK7FIFz2878IXLeN/NLX+OrLT7C8+BXcbwvb569cI4UF5XSdTKVRLu2EbuP74SUhikJnI2IJWljU6/SKtOMQDeKKgiYxNcqKZeC2wjMwlp1EvRJ+ToYZB2HdAd2IgdAD0HWbHCOrGzFQ81t0MwG3VSReJw14VLOxz/Ow8DgN0Bxn7hjpYQFFg+9ymsAZmRY1xpr2RL9PvIEEPiyonD6TiGQsoiRkIi8shlEKFaXxpd0EGYp6vQ7TNCMhKAKi1GMBjCYwPTg4wOLiImq1Gu7cuYMbN25A0xiNd2dk0rNHo84GRemBMen4vo+NtTy+/OPHWPj6czSbp7//OaZ11SoRZFs2qJCHMr6LxdNoNYggnNFQnUzGcbgfHszVqpQgSKFNBNeWGUeNEBaaTntPaCoddnDGv/IapRk+FxwPCzMJt0Gde4rlYeFxPCwYDfCKqtNN2VoG8LcY+6MzLSqnXEqJsbIMCsccT5sFsE1vN6IeC07GUehNpN+5YZdCRSFQBXCq5CmRSODWrVuRERXA5AezXEYhLEqlEhYWFlAqlXD79m0899xzI/0SlcBaGDU7O5v44xefYGnxS5SLVLlG+GfJtmNkiZKqMYzvCHESiyVIYcEpRCdLhnQbvheesdANm+FgzTCs46zyMlbjfUadDKtRmj4apkCxaA8LIwWfyFgois7s1eD0RTB6NfQk4NDCwmc5ZTOeQVoGACdDQrt8+2oKHGERlebtKCHCgkFgXDLtwqJfD8WDBw+m/txOIqVQp6lUKlhaWsLe3h4eeughPP300zCM4Y7p60cUrsV5iYrInTRKpSK+/OIT/PGPn2Bv9ygAmZujgwynFf5MSKTSKO6HB3YeMS/UsmJotQhvCUag3s9DI0BRVTTq4bmTWDKNeiU8kKvVG+TgW876AMdXwiV6UwCQ/SvsbVhjZBkihjFCVdNttIlEg2akAZcOlllZDU6vhmLR0lSxWBkLTrmUqsaZ5nicvg+bZ443glIo3/dFWAyACAsm0zxylmrKjmLgE5VzGoawqNVqWFpaws7ODm7cuIFXX30VFsPNd1hE5VoIF0+jXsNXX32OL7/4GGtrhVO/t+0YuV5aJXoAOKVSDWIEbCKRRumQWnWmPxNNSjTE02jVCbds0wa1PpzL5XC4Vwzdplqlg8F2m16JbjMmS7Vb9Ko+Z6ytxzgezhhZlvhgZD5UPQmPEBaKarH8KVhZDVVleFhkAJ8jLBieGarF7MMIn4QGAL6iMczxVECZY+zwbIw7YxG152OkhYVpmkPpsQCmcwX8pKB48cUXkUgkTm03zaKpH1HIMAGDCYtms4nl5WVsbGzg6tWrePnllxGLxYZ9iCSTLizGUao1yec/6TiOg4WFr/DHLz7F2so3cJz+K7UqcS3tWBxNqsyJuB1UVUW1QvhGWINnI3TNIAWMbSVIYcEJkHxGTb/PyBBQU6OgKKT3hKJqcAjvCUVReD4XjDGynHG0rIZrRkStaga5lWZkAJcWDT5nIhRHEGkJkHbhAMApl+KgJKFwxtayzPFmAE7vxxmR5u3BiLSwiMVi2NtjuEkymKbgmysoAqZRNFFMejDL5TzCotVqIZ/PY21tjXX9R02UvjDPw2U///Pg+z4K+SV8/vnH+PqrL9BqtZDJZEJFBQA4hOFcKpnCAVHmRL1GMplBjfCn4PhGkCVMiTTq1fAATDfoR7jv0cGlQ5RtHb1O+Oq/D4101LbsNDlZyrTScJ3w57ZhZeA54aveuh6HT/hcAArajElOPPExJA8LPQ7ykik6fMYYWTAEkarQIhiKAXic8iVOU3YGHD8MgBayo+ivAKTHYlAiLSyGNW4WmA5hUa/Xkc/nsbm5ifn5eXZAGZXV/W6iJJa4IqndbqNQKGBlZQXZbBb3799HKpUawxHSROVaCKNlc3MdX3z+Cf74xaeoVo8HhYlEEtVKMfTvqWlOJqMEsFajyo/ipLCgHKp13UCD8GCw7BjqjAoVCmrULBTQo2btFFn3n0zm0KyHl/n4Pt3TZZhxWliYCTQpYWGl4VKN7WYa8MNfxwfgcgz0WB4WdGpAVRlZDT0D+LRo4JRUkSk6AIqWBcusjtGUzR1bq7D8MKIhLII+3qgQaWFh2zZa1BBrJpMsLM4rKAIm+dzOS5TEEiUsXNfF2toalpeXkUgk8NxzzyGbzY7vAAmikj06L5f9/CkODvbx+WefYHHxK2xtrvfdTtfDa9hNy0K9Nlgkbhgm6rXwgEbT6Mdmg1AE8UQatUr4qq3GqNlvO/TCWaNOOHfbKdJ52rSTaBDlX7oZR5OIKz3OYCHGiF3eGFl6kpNuJtBuEvX+ShwghwtjaB4WnFlW7GlPLsNTwm/T5nhqgtk7wclqMDIkAODTxz6Kxm1AMhaDEnlhMcwei0kLVAcVFAFRDHyidE79zsXzPKyvr2N5eRmWZeGpp57CzMzMxK18TNrxCBdPrVbFF59/is8++wTr66swTROeG17m5LrhYWImnUFxP3zFnJoIlUylUToczPhOVVXUa1QGIA5Cv8BnRHKtZviLmFacLOOx7AQpLAzDBPUk5XjgpFIplA/Cr1GpVAb1Sgqj1Exl+GVouoU2oc0UNQZKWGh6Ar7PcOZuM8qXGA0PqmqSd4eiJVnBOSfzoajm0JqyOTOAfSUBlRw5MBrXbUCExaBEXlgMqxRqklbAhyUoAiZRNA1KlEuhfN/H5uYmlpaWoKoqHnvsMczPz090AB+Va3FeLvv5A0e9P19/9Ud89tnHWF5ePPadk81msb8XHtBTmQTLssljII3v7Bg5hp9y5U4kM6hXwwMsjeGD4RDW05qmk+VUsXgKtXK4sNB1ujyM0zPikzbQvHG0tq2Dqt5qU2oATJ8LxnemohjkdKIjDwuqcV1jjZHlTHvizP5VtTTAyFj4rCwDI8hW08ymbHpQANQZABvkZqPMWIzzeRq150OkhcWwnLeByQi+hy0oAqIUhAdEMWPh+z52dnawtLQE13XxyCOP4Nq1axMtKIBoXYvzMOnXZ5R4novFxQUsfPMVPv30o77N17YdPq1M1zSUy+ERPzURyrJjaDbCI1aNsUpJTYSK2XFSWHAaqhtE30M8nka9RvQiGLRo4NyeHkMQeIxgnzOOVlXofVUrB9CJ4/ZYY2SZ4oMSFgwPC91IA264eAZ4WQ2FNe3JZgyFUgC3SL4WGE3ZipYGfEZTts8YFKAyzXoj0mMRNSItLKLSYzEqQRGgKApZZjBtTFKGaRgcHh7iyy+/RLPZxJ07d3Djxo2p+eK7zIH1ZWV1dQWffvoxvvj8M9RqNcTjduhEJ+oWSWeyKB2GBy0O0W+QTKVwuB8e2FIjYOPxJFqEx4LGcLGnsh6mGSMnNZl2nBQWnO8Ijmhot+lgkHpfAMAhncZBjqMFAMvwQHgUolFjNFxzeh4YjtM8D4sEPEpYKBpr2pPPKF9SFZ0ul9LTABiTM1nlUjHOdFsoPsfl22Ka441GWIhB3mBEXlhMc8aiXq9jeXkZW1tbIxEUAaqqot3mDLKeHqKySl4sFtFut7G4uIg7d+7g1q1brFrmSSIq10IIZ3d3B59++gk++/QTFIvflWAkEkk0iOk8zWb493Q8FkOJiEcqRCbBNm3SPK9ONl3TwoLqwQCAOlGSFU+kUCmFB/OcJnKOaOCMmm01woNdVdXgEP0euh6DS0xO0vUYOV1J0yy4DKHDcZN2HUZ2gOE4zVk6UVWL4WGRBTzamZs1apYhiFQtBbgMYcEql+KEkwrgMRrKFZVpjjfL2OfZkalQgxFpYTHscbPjCo7GJSgCora6D0x/MFsul7G4uIhisQhVVfHUU09hbm74DqPjYpKvhe/7I/1Sn/Z7MYxyuYSvvvoSH37wAJubvWui05k0KSzKhGpQiZ4Ey7LRqIcHm9Q11jQNNSLgNxiu3A6RjYjFkqQBnGHS/SIcAdMmjgUAmoSpnWHGyEDeimXgNMIzSpadQpMQbqadRoswBTSsFNrE+CnDTJMlPr6voN0q0aVgjBGqHPduzneMpiVAP4oV+G3Gqr9P9zJwswy8cinG66hZKIzeCd482jlAGc0im5RCDUakhUUsFkOz2RxK4KCq6sjLhboFxZUrV/DSSy8hHo+PdJ9ANHssJqEn5jxUq1UsLS1hd3cXN2/exBNPPIH3339/qr/korQSIxxlFz7//At88snHWF5ewrWr89jZ6V/iYRrho0GTySQ5nrVNFLCn0xkU98OzHnSpVAaVcvjqLccNmBInsTgtLKh+EQCkGR0ANAjRYNkpuMSYVNtOoVEjyrLMGBzicHTTJsfR6oYFomcduhEnJzkZZhJOvRi6jWlnAS9cDPlQAJ/OfLA8LFh9ESao3mZV5xnMcZrAFU5grqbAKZdiZXbUFDhN2SBnkI2ucRsYr7AI+iejRKSFxTCnQo0y+L4oQREgGYuLp/seuHbtGl555RXY9tGq5bSdy0mm/fiHwbSfv+u28fXXX+OTTz7GV1991SmdVBQFxWIx9G89YlpQOpUmhUW1Gh6I2wzjO/I1YjFUiIoPh+jBsO04HIdYcWc0VHNKmCjnbstOwG1TJnwJ1AhhYZg2GkSMqjJ8JTh9CAqjzJM3RtYkZw8ZZoLMsni+DQV07whv2hOjT4GT1dCTQJshLFw6q6EoHu1hoaUAn9OHwShPU22mOR7j/Rxhf4VkLAYj0sJi0p23L1pQBEzr6n4Y0xLMNptN5PN5rK+vY35+vuc9MC3nEsa0H/8gTGvGxvd9rKys4KOPPsTnn3+ORo+JSplMBhViWlOtSgTaZnhQahgGqkTET73HpmmR4kVn9CzUCXEST6RQKobvh3M7tIi+B1030WqGb2PHkqiVCedpgzYrYwkCcgsAjNItzjYKp5masRLPEkNaDCCEhedbrOyA5zKcpDlTqjSLNvBWTMBj7I9TLqXFOdYaAKMpm9OH4UOBwvHfGFHGInhWibA4P5EWFsPOWAwr+J4UQREQ1VKoSW5IdxwHhUIBq6uryOVyeOGFF5BM9h6xN62BaUBw/KPuZRCGw+bmJj7++GN88sknmJnJolAo9N02lUqFCgtNU3F4WAzdn0/YMWcyWRQJU7UWUT+TSmVwWAx/DZfIEhiGhQZR/28yejBcNzzroSggDfaOnLvDJwzxRs1y3MroEh7Po8tgPJd+FnvEe8PdhnPMisrxsKBDJN1MMVbrlaE5c6uKRhZVqXqG1bzO2YbXlK0BHmfaEyPOUNJQQB/XqDIWQZwnzdvnJ/LCYlhToYZRLlSr1ZDP5ydGUAREtRRqEs+p3W5jdXUVhUIBqVQKP/jBD5BOp0P/ZtozFlH6wjwvk379isUiPvnkE3z88cfY2trq/DwWCw9OdaJ0JZvNoVgML6OoEZmEoCQwDMpbwmK8RpOo90mm0iiXwoN5zr3eJMSJbafgtMLPxzRtUKHs8EbN0s9Qp0UHgg5jHG3bobfhTITyXMZzn1z252HZSbTrW6HbtF0LukafG2vaEyOroWpxVsmRz2jK5mSIoPGashXQ4tLXcgBHWIzQdRuQjMUgRF5YtNttuK4LnTFbPIxBMhaTKigCopixmLRg3HVdrK+vY3l5GbFYDM888wxyuRzrbyftXM7KZc9YTOo51+t1fPbZZ/joo49QKBRO3WOqquDgILwkgWqqjsfjocJCVRWUiIyGSqwsx2JxNAhRQC1OKwrIki7LskGFfS7Rg6FqGpmNOGruDt9GHdKo2TZlcQ2gRTSAK4pCb6NqcJpUOZvK8rBwWvTKOGeMLEt8cEqTGD0f8eQsPGpMMQC3fUiXlbGapC16zIAaA3yGkGGUS6laCvAYTdmMRngozAmYI3TdBkRYDEKkhUUsduTm2mg0+paZcDmPsKjValheXsb29vZECoqASV3dH4RJCcY9z8Pm5iaWlpZgGAaeeOIJzM7OninYjMr1mYTrcdlxHAd//OOX+PCjj9BqNpHPL/fdNpvN4fAwXFiUSlQAHP5wzmZyKJXC9+G0wlc5U6kUDvbChYVDCKBkKotaNfw4qHMBgEY9PHhMxDOkqZ3O6HvwGaU+1NhbAGjUw4N0XbdI8WHaKbitYug2lpVGuxV+3qadhuuEO5brZopsSlZUnZf54HhYgONhwfGLoD0sPCSggNMETp8bwywcqpZmCgtGU7ZCl90BgMIpl1LNU3rOhwoPV9Bqz6PWTKNUtnHt3g2MYtis53mRK00aN5EWFta3k0KazeZYhcW0CIqAKGYsLvqcfN/H9vY2FhcXAQCPPvoorly5cq4vq0kRSeelO2NxGbnojI3neVhcXMSHH32Ezz77vNN3dveRO6F/l0olQ4WFbcdQrYYHOS2ixy2eSJDCgjK+sxieDzWq6ToWJ4WFR1g9a5qGOjWpKRYDYbfBau5uUzNZATQJ0WBaCXhtalJWGs16+L5MM4k6ISwMK04KC8NMkMLCNBNoEedlmGn4TvjUJFU1yIlZAKByxp76DA8Lxuq3HcvBd2hh0W7tkxk4To+Jym3KZogBRVUZ03QNssHbRwwtJ4W2ex/VWhLFkoG9fQ+7u024rt/ZyrJ13PyT8BLi8xIIC+H8RFpYBLW5w+iz4ASq3YLi6tWrEy8oAqKyIt7NRZ2T7/vY29vD4uIiHMfBI488gmvXrg2UVp32L7lpP/5pZW1tDR9+9BE+/vgTlMunA8h6PXwlmrpnc7kMdrbDv1tLRHkR1aNhx2Kok5F4+PeyYZio18KDSI3w2gBANm4nkhnUKkQ2glHCRJVTAUCjTvWUJOFSosFOokZM2zI43hM6/d5pjAlMmk5najSdFpGGEUeLqN7RrQx8ondEUTQofoMceeVzXMAZ065UzYJLVR2pMagKnWXgeVjQ7/dRUzYtdjhZG2g5KN8WE/pKBo53DfXWDMq1BA4ONezseTgotpCbvYHD/TUcGXr0fkPS2WuMYz8fvu9fSBlUlJ6TkRYWuq5D1/WhTIYKM8ibVkERIONmh8PBwQEWFhZQr9dx584d3LhxAxpjLjvFtGcsAqJwDoMwjozF3t4+PvjwQywtLmFpeanvdqqqkv0TLaIEybLCg7xEIk66YVMlSul0Gvu7xGtQpVLpDErF8KZr3wtfblVVlWwQt+04KSw4AWaTcCk3zBgcJ/w9icWSqPYQk93ojKlRGkMI8aYrMbYht+DVvasMoaMbMTjEar1mpll+ES7DBZvnzE0/K3QjCzAavBv1XVjUpeNcNz0LlqGd31uk+coMWv5V1JsZVJtZ7O8/iZ1dB5Vq95t/XEA0iB4kAEhnr9PHdE7Ew2JwIi0sgOGNnO2VsZh2QRFw0WVDo2Cc51QqlbCwsIByuYzbt2/j1q1bAw8L6GbahYWUQo1WTFQqVXz88cf44MOPUCisAADuPHw79G9yuRwOi+HCgjK+84kgOZ3OkE3VlD+FxRjfSjVd27ZNVq5T42qTyQxqtfD3S9PpwNAh7KlVlS6nisVTqJUJnwuGaOAET9Q1BgCf0STueXQDsM9oEub0lqgMiaJpBmmgp+sJtAlhoekJ+IwVfW9o055ijConBZZOxzzNRhUWNdRATTIOS4HraWj7Tx31P1Rs7B0A2ztNNBrBwfqYv5rB/m74Z0g3bDQb9HuVyowuYyHCYnAiLSwURYFpmkMrhQpW9aMiKAKkFOp8VCoVLC4u4uDgALdu3cLTTz8Ng1FScVaiIiyE4dFqtfDZZ5/jgw8/wtdff3PqXqcyZalkIlRYpFIp1IjyoXotPLg1rfBSC9M0UaGsrokSi1g8jiZhFEcHCT4qlXBxEovHSWHh98lod1Nj+FM0alSfAWfULP2Z4wgCl+E9wZks1SbcyAHAbdOvw/HC8Ic0RlbVGKVZRorVF+Exshpg9WrojKbsDIDwDB0AeG6VjAAVzeoSFip8dQ4tbx61RhKHFQt7Bx62d1rwPf/bKWQe0Ofu5IjURCKH8iF9H4yyFGrcwmKan+39iLSwAIbnZREYrn3++ecdQfHyyy93Jk9NM1HMWIwyGK/ValhaWsLOzg5u3LiBV155pTMoYBRMu7AIiMI5nIdhZWxc18VXX32D9z/4EIX8Mg4P+wc0jSaxMk4Ij0wmHSosNE1Fkch4UMI+k8niYD88AGoR55FKpnFACIu2E96zEI+n0CRGoXJKgqish2nF4BCO2rYdJ4XFsPwpqHIqAOSIWIAeRwsADmObFmPULM/ngg5MOdkRzoKIptsgqvmg6WnAD7+mAM+ZmzWBSk8CbVpYxKx2z4Zr31fQcJKoNFKobFtwnPsoVXTsHbhot4PP9HflS8nUDOpVogQQQLNJnx9nIpqqakimR2OOB0jGYhhEXlhYloVWi+HUGUKtVkOhUEC9Xkc2m42MoAiIYsZiFGKp0WhgeXkZm5ubYxWW0y4sJr0UynXdiX6QLC8X8OCDD/HRR5+gUq0imUyiEWIqpygK9vfDA5kmsdhCZd6y2RwOi+H7qNfCV6ljsRjCpQlQJr0laEFPZV4SySQpLDirrbVq+LEmEimUD8ODeY6A4WQaKAEDgCw50TQdrWb4NdSNGFw3fBvDTMJzw0WDrseOVtBDUFQN7RYtdNqMDILv0uKD595NXy/NSMJrMYRFu0gfE1nABSiazfD+UwC3BF+dh+PPod5M4rBiYHffx9ZuHU7r6Nwz2SuolLZC92uYMRAel0f+LdUieez0kFwgmb4CVR3FoNkjLkJYRC2rH2lhoSjKQBmL7pKnXC4H0zTxxBNPDPkoLx7JWITTarWQz+extraGubk5vPjii0gkmCY+Q0CExWio1WpYWFjAzs4OLMtCOp1GOp1GKpVCOp1GLBa7sC/87e0dPPjgQzz44CPs7R0PSmZmslhf6/8kz+WyOAwxnVMUjvFdeGSSTCRChYWmqaHHANDNuolEklFvHX5P6bpBjpo1GH0cLcITIhZPkqv7JmMsLqfOnjoWgJ4aZVpxctyqFUvDaYSvRFt2Ck1CQJp2Es0qcTx2Ci1i6pZpZuASY2Q1zYbHmNLEER+eR7/PCsdAT2P0u+gpwC+S27GmPUE9/alQc2hjDvVWGqWqjnLVxvr6HpqtQDw1vv13HE72p9fEuZMkEjnUqnQjPCVkgdGWQQEXl7GIkriItLAAjup4z9q8Xa1Wsby8jJ2dnc7KtOM4+Oijj0Z0lBdLICyi5Iw8jCxMu91GoVDAysoKstks7t+/j1QqNaQj5DPtwgKYrC/NVquF5eVlrK+v49q1a/jTP/1TOI6DUqmEUqmE7e1tVCoVaJrWERnBv0QiceaHDldYHZZKePDBx1gprOCjjz/pu51lhmcT0ulUaFCfzWZRLoWvrpfLhPEdUcOfyWRxeBi+SktNnUqlU6SwoEql0ukMSodEQMPIRlAToeLxJA5JZ2n6M+A49LOqUSOa1WMpuETgbMVSqJfDhYVpxklhYRg2qCPWdYvcRjPsXnHt8dcxY+Q4VsNKwaV6bnSbzI4AgMcw0PMZTemqopEWD6qeAhgZC5/q1VBTaLoptNwfoFQ1sV/0sbXTQL0eHOfRezM3n+kSFb0xDJt0iQeAVDKGUjH8uFyf/s5UFBV1wksGGO1EKEBKoYZB5IXFWTIWvQRFUOrium7kyoUCggee53lDGY86CQwSjLuui9XVVeTzeSSTSXz/+99HJpMZ8hHyiYKwAC4+Y+G6LgqFAgqFAnK5XCfzpOs6VFXFzMxMZ1vP81Aul1Eul1EqlbCysoJyuQzP8zpio/t/zzsFrNFo4MOPP8X773+Ir79ZhO/7uHZ1LvRvWs3w0k6NKBNIp1OhwsK2bXIVkiovTSQSpLAolYqhvzcZgxCoiVCWHQOIWIwK5uPxJFotYgQsozac0/fQoAz27ARcos/AjiVRJYSFYVig1qI1xj1N9eoAvJ4QjVNSxGqmjoHq7zbMNDyimVxRdZaBns8QKJwslKbZIPwXoagmfO/b/alx+Mo8Gu0MKjUT+4c+tnaaqFSamJm1cXhwiDClpjImmCVTWZSKdMaCMpY8gv7ujyeyrF6NUU6EAsQgbxhcCmFBZSy6BcW1a9d61s5HsVwoIPjij9L5nScY9zwP6+vrWF5ehmVZePrpp5HL5S78SyYKwuIiz8HzPGxsbGBpaQm2bePZZ59FLpcL/RtVVZHJZI4JSt/3UavVOmJjZ2cHi4uLaDabiMfjp0qp+tX/t9ttfP7Fl3j/wYf47LM/wukqOzJN41Tp00n2iTKmeiM8GKBM6XK5LLa3t0K3ocqcNC08mEwmkqThHNXXkEgkyPIZ6jgARjYiQQsLzldEk+xXsNAiVttjsRQqhLDgiBx1SL4SnPGvnG0Yts28ZmqGQNENmzbQM9LwGQ3QLA8Ln+7x7NuroZiAdgUtN4N6M4niYQNbu00cHgYxTf3bf99uriiolOh+jjYjM2YwRhbH4mm0GvR7YBoqmbVqNDn3STRLoS46xhg2kRcWlmX1FRYcQREQjJuNUrlQQHfGIiqcRQj6vo/NzU0sLS1B0zQ8/vjjmJubm5jrHBVhMW4CF/RvvvkGvu/jsccew/z8/LmPRVEUJBIJJBIJXLv23cOt2Wx2yqhKpRJWV1dRq9VgWRZSqRSSySR838enn36B1bV1/P0//A61Pq7XV+bnsLm52fcYstkMKiFlSqzGbWKhxbbDewGSyRQa9fDglspopNIpUlg0CGfwZDKNfeI1XGJkj2XHyHG1nB6MNuGWrSgK6kSfQSKRRrVMNdXTooFzf3OCfc6oWZdwr+Zu47l08M1pWuegssRHnDTQU/U4fI9RLsWY9gQAin4Vjp9DrRFDsaRgZ6+F3b0ajr7667hybQ57O9uhr5FI5lir/tUKnWXgDCyIJ3jCgpPVSCaTKBPeOYaZgKJyHMPPj5RCDc6lEBYnS6HOIigCulf1JyXgHBZRzVhQQsn3/c6qs+d5uHv3Lq5evTpx1zcKwgIY7/11eHiIhYUFVKtVPPLII7hx48bIHhaWZWF+fh7z89+NQGy32yiXy/hmYQl/+3e/w5dfL6LRaGJuLttXVABALBYe1FPCIpfL4fBwMOM7ekwsLSyoaU6mGR4cKAqjVIp4DYCeCJVMplE8CBcWnBGf1PsRT6TRrBdDtzFNG1RhjcIaNUvX/bcJoz4AcFp0mQ9nHC1rG9YYWbpx2fcYEyAVxshWRvCqGyn4jD4M1+n+LChQ9Bw8zKDuxFGqaNjZc+B4cezvNgG0vv3X65jo51I8niCFRSxO9y4B9NQwgJchisUzaDVp8cFphPdg4//8n/8D27aRSqWO/UskEkN5dkvGYnAiLyy6S6F2dnawvb19JkERENxoUVSziqJEbuRsWDDu+z729/c7ZSyPPPIIrl+/PrHXNQrCYlznUKvVsLi4iN3dXdy+fRvPPvvsUF3QOezvF/GH9z/Ee+9/gI2N4yVFtmUjrOi/RpjOGUQZUzqdDBUWmUwa1Up4EFetEk29xKp5PB4nz8P3wu+FdCqDKjmekpgIpenkRCjKxA8AHCIboWs66oSAicUSpLBQGWVbHNHgEBkYAGjWwwM9RVHRIsfRGqT40DSTNMdTFBUOY4ys06KDU574oN9DTm2bpsdCPSwULQlo19B0dZRqBvYOXGxuV9FstnE0vvW787EtWhC1mnS/A+cZFk9kGKOGDcbnD3AZmaZYPMUSFvUavb+H7z6JR5/4/6BSqaBUKqFSqWBpaQmVb7/TksnkMbGRTqfPbFrr+/7ExgLTwqUQFjs7O/jn//yf48svv8Tbb799Lv+BbmERRaImLPqVQhWLRSwsLKBWq+Hhhx/GzZs3J75hPQrXZtQrMt2Tnq5evYpXX311pKaFJ6nWavjgg0/whwcfYmFhuee9pygK2R8RZnoHAHViEAV1L2fS4cJC13Uyo+F64WU0mUwa29vhAV6dGHyfSCbIwIYKtJLpDCql8NVbzn1ZJ8RJIplBtRI+eUrX6eDGJ95XAGQPBkCPmjXMGNrt8PffjqXRboXfq1Ysg1Y9vDTHtNNwiHvWtNNwnfDyPY3hcwEAbYb48Fz6PQTosqugpEpRLUCfg+OmUakbODj0sbldRbnSwvx8Dvt766Gvk0plUSPudUVRUCnTvROcUcSchZZkKvetf0U4dWJCGcDzZrHsBByGgV46cx2maWJmZubYsA3f91GtVjsDN/b29rC8vIxGo3Hm7EYUF4/HTaSFxeeff47f/va3WF5exj/5J/8E//t//2889thj53qtKPYhdBO15vSTK+TlchmLi4soFou4ffs2nnvuubGvZJ+XKGQsgNGUQrmui5WVFeTz+WOTnsaB4zj4+JMv8Ps/fIDPPv8SszM57O31D2RnZ3Oh/hGpZDI04FYUYIeosa4TfQnU6l0ul8P+fniQXKlQfg3hgk5VFZSIcbeczyY1EjcWi4HoyyZduQ3DIntBLDsGIskDzlQcMihUgAYx/tOOpU+U3vTaJoV6hfCMsBKksDBMG9QhG4YNqupKNxKksDDMJNpk83sSvsdw72aJjx4HrajQjDm4fga1poWdzRQ2t3zs7lVx1Op++nPBWS2PJ1KksEilZ0jxym7cJjJwAGBZMVC3tGnG0WwwStioGcE4KpdiCYs+jduKoiCZTCKZTOL69e/G0bZarU52o1wuY3d391h2I51Od/43lUrBMAwRFkNgOiKrM/LZZ5/hP//n/4y//Mu/xKOPPop//a//Nf7Lf/kvA72moiidBu4oEoVV8W6C86lWq1hcXMTe3h5u3bqFJ554glWbPUlEQVgM+xw8z8Pm5iYWFxdhWRZr0lM/znJcnufhy68W8Pv3PsAHH32KRuO7Btd0OhUqLDKpVKiwmJ3NYXW1f/A0OzODYrH/3yuKErp/AGgR43ASiTjCer8Nw0DpMDwwo5o+M5ksykT/hOeGr94nE0kyqOFkImu1cJGUTKVRLoVPB+LshzOFh1r9jdkpOC1KWCRQJYQFZ9QsJ8PCWYnWGK+j6wY5McgwY2iTY2STaDfC3x/NYDZce4BiPoL1rQZUfQb7RQdb21W4rgegAqCC3CxwWKwhbH5WmxFUc4LYWCxBCgtu43atUiS34QjhRDKDUpHOIjWIsjsA0HXGJDNVQzI9T27XTa/shud5nel+vbIbwFHf3MbGxlB7N/ox7c/2XoxcWBSLRfzFX/wFHjx40JlWcvfuXfyH//Af8Pzzzw91X4VCAT/72c/wl3/5l/i3//bf4quvvsJ/+2//jXzYcola8N1N1DIWzWYTvu/jvffew/Xr18deGjNMoiIshkEw6WlhYQGe5w086eks/O3f/Q7/7//31zgs9QlMiIDaJ5pGqdXNdCYdKiySyQRqhAsy6YZNvI+5XA77e+GBdr0eXmqSiCdJYVEjS6VSpLBwCWMAXTfI3gjLsnusQx/HY5Qw1Ql/CjuWQJsYaWvHkqSwMJgBGgXr48T5TmJsozCakjmTnDTdJguYDDMFt6ufQ9XiUPRZtNwEKjUNe0UHB0UXlXIZ3/lAnFbamqahVKInHVXKRXIbTu+EwlhAZzVux5JoMjID1GhkgDeO1jBjrKwG5zOUTF9h3bsUqqr2zW6Uy2V89dVX8DzvVO9GkNUI/p21dyMMad4+A++88w7efPNNvPHGG3jzzTc7P3/w4AF+8pOf4LXXXjv280ExDAOzs7P46quvcPv2bQBHypMafchFMhaTT7PZxPLyMjY2NgAAL730EuLx+AUf1WBEQVgAg6/MlEolfPPNN6hWq7hz5w5u3rw51pT1X/3fv+8vKgAcEO6zZcLpuEm4SFPx19zsLAohwsIwDLKpmhIF8VisR5j1Haqq0B4XhDmXpqmk8R0n60iJhlQ6i9JheGkZp6GaKmHSdRNNopwqFkuhTAgLnTNqlhGk+z7dP+AxVto5jbseY0oTb4ws/WwKCzoVVYdmzKHhXkXLy6F46GFzp4rDwwaA5rf/jrhy9ca3wqI/mewsisXweyeeSKFJ9LsoqoIyo3yJun+AMzRuE8JCVVXWOFqO4WMimUX5kBZOLYb4GLV/hWmamJ2d7YwUv3fv3qnsxu7uLpaWls7Vu3GZGJmwKBaLePPNN/HrX//61O+ef/55vP/++7h//z7eeustvP7660PZ5/Xr1/Hf//t/P/YzjkEelygLi2nPWDiOg3w+j9XVVczOzuK5557DBx98MLVZipNM87UBBhNH3ZOeHnrooQuZ9FSt1bCx2T+QSCUTKIYIC01TQ8ugjsqYwgMMShRQgcWVK/PYCvHI4HhgUK5pmUyWXMmlvCXS6SzKRNM1lR3SNI00vrNsm3Tl9ig7ZPioVcNfJJFMo1oOz/JwVn858QpHELBGzRKTnACgzRhHy9nGbdOBJ8fn4kh8KNDNHHw1g4Zjo1Txsb3XwPZOGb7v4NYtDRvr1LWgV6Jtmx7+kkpmSGGRTs2gUg6/11VVRaVMB/qcxm1OaVoimUONKLsCwMpEcO5rVdVZE6FG7bgd0N1jQWU3ugVHkN04KTaGnd2YBkb2dH7jjTfw05/+NHSb//E//gfu378/NGHRi14+FuclysJiWjMW7XYbKysrKBQKyGQyeP7555FOp+E4Rw/YaQ/IgekXfcD5hMVFT3rqZmEhH3r8c3MzWFnpH/inknGUQxpmZ2dyoWVOmqaSwqPeCBceNvHeJRJxMmNBmdYlEglSWFDN3/F4nBQWVHYnlcqQU3Q0xgov1bgdj6fRahICxoqBGCzFKnWhBBkAOC3GqFmiD4GzjaIo5HmDsw3AGkXaa2StZiSg6jNw3BgqNRWbBR0rK1fQctoASt/+O06TUXbktOiFSI9hMMhxfY/FEqSwSKVnUCGEKbdxm9NIbccSpLDQNAM1hhjgmOwlkjlUy+HZHwBIZ6+T2wwDz/PIrEOQ3ZidnT32d5zsRtAwHmQ3gn9RYmTC4p133sEbb7wRuk3QY/HgwYOh91sExGKxoWYspj3A68e0iSbXdbG2toZ8Po94PH6qeTdKpn9RKIU6yxdn96SnbDaLF154AclkcoRHR7OwuBz6e5NYkaIyLBmif2JudhZ7e/0f9qpKZzza7fDV95mZWaythQem+/vhQZBOlDmZpkkKC05ARvVoxGJxUli0iUD9qCSEmDwVT5LBM6eciiMaWlRtvEKPmtUNG20n/BpbsRQ8h8r2ZNBuhb+/ppWC5xTDj4cxRlZRTUCNQbVnUWvoKB62sblTRbncQNBIraoKNE0L7atRVRWHxfBjVhSgRBhMAkClQouhVote0OQISjsWB/GR4TduM7wpON/V3HG0nH4O04qTwhsYfSlUwHmnQnGzG4uLi8eyG5lMBs8888zQjn8SGJmwWFxcxIMHD3D37l1y22w2O6rDkIwFk2kRTZ7nYWNjA8vLyzAMA0888QRmZ2dPfRkG/38azokiCsICoK+F7/vY2NjA0tISTNMcaNLTsPlmYTn09zVipd8lphxRD/NkMhEqLGZyMzgggqZDYpoTFdBn0hlUq+EBJ1WulclkcbAfvvpKBdnJZApNohma6uMAaLfsZDKDWo0YucooceA0praIZllFVdEgzjkWS5OjVGOxFOpVQlhYSdQJYWFacVpYmEk0CGFh2Ck4QVZIUWGYOUBNo+GYKFV87OzW4XgGSsU9IGSWVTY3h+JB+H2Vyc6gVAxfiU+lc6gSZUe2HSeNFxUFrN6JBvG9AfCc3zmN25YdZ/VqOIySKtOkS8FUTUOdI2TILQDLTsGyx7O4NGyDPCq7MayF70liZMIim83ijTfewGuvvdZXODx48AAAWOLjvNi2Lc3bDCa9FMr3fWxtbWFpaQmKouDRRx/FlStX+gZkUfIdiYKwoJzQg0lPruuS13bcOE4b+cJq39/rmoadnf4PdUVRUKuHL27UqvQDP4xkKhkqLOLxeGeVrB/U92Q6kyKFBeVPEYvZoNaDKedvjrCgJkJpmkqeSyweJ4WFQkz6AgCHKL9RFAV1wp8iHk+jWScM6+wEKSwM0wYxcAs6oy5e0+hG8rBmc91MQjVyaLhZ1NsZ7B00sbFdRttxgRN3yK1bD30rLPoTi8UQkvADACTiCVJYJBIpUlikMlns7YYLgiOBQpXiaTzxMaTG7WQyi4P98ONWFJDHfbQhYxxtYga1arjYAwCH0fMzrmwFMB6DvO7sBrXoNI2MTFj8+Z//Od566y088sgj+M1vftOz1OknP/nJUKdC9cK27aFlLCY9+B6ESc1Y+L6P3d1dLC4uot1u45FHHsG1a9fID35QtziJ53RWonAe/UTCRU964pAvrISWEV29Ooetrf41wjMz2VA3a13XsUuMxKZEgUpMA8pls9ja6t+4DdCjaHXCt8C2bTJIKBPTdnTdQIUoP+JkCRpE9Jzk9GAwfBoogz0AZHN3PJGhRYMVJ7cxGFOjOOM6VYag52h+RVGgaiZ0awaen0CtqeGg1MbmVhmVahPAIW7fzmJtlSqpob/7OLX8nMwR57xYpnfxJBmgp7MzKBVpjxRe4zad+dAYo4gTiRzqNYbDN8MB3rTjIKZfAwDqVfr8UhETFlFnZMLizTffxC9/+UsUi0Xcv38fP/vZz46JiB//+Me4e/cufvazn43qEAAclUINK9WkaVpkhcUkiqb9/X0sLi6iXq+fK+iMQkAeEIXz6D6Her2OhYWFC530xOWbb5ZDf59MJBAWGmUz6VBhceXKHLa3+r+CYRihE6UA2nHbtsNXoZOE6zdA9yRkMhns7oYLC6phOplMkgE/NRFK1VRSnNh2gtwPJ1itE+VUsXgKDtGDYdu0aGCNmmVExT6j6ZgzRtTzTtwLigrTykLR0mg6Bg4rLraWLSznLQC1b/+dps6IPMvE6GEAKBOZMgDkPQHQghQAHIaY5AgU2473aC8/Tio9g3IpvLH5qHF7OONhY/EkKSwURUGNMY6WI1DtWBqtBn3t0mOaCAWMX1hEsXl7ZO9eNpvFb37zm04Z1M9//nPcu3cPv/rVr3D//n3cvXsXb7/99qh23yFo3h5GYDaJwfewmKSMxeHhIT744AN8+umnmJubwz/6R/8IDz300Jk/7FG5XlEQSME5tFotfPXVV/jd734HTdPwyiuv4N69exMrKgDgG6Jxm2qKpu7bRDy8Xnl+bjb0PlZVBQfEmFgq3Z7NZkJ/Dxxll8IIXGvDoKZOuYxVZWqyTyqVgU987jk9GNT4TkVRyT6NWCxB7ofjcs1ZtR/WqFmqudswk3D9GLTYo6j7j2Jl/xbe+yKJv36vib/67Q7+4f11fPblFja2dhBWQa8bBg4O6BKnSpkqE0uiSvQ8xGJxshFf03WUDunVep7vBL2izxGuFmOsbSKZY017opzdgaNeHnJ/qRmWSHEculcjFkuR2wDjmwgFSMZiGIz0af78889jaWkJP/7xj/HOO+9gcXERP/7xj/GLX/xipCNmuxEfCx6TEIRXKhUsLi7i4OAAt27dwtNPPz3Q/OcoBORAdM5jZ2cHX3zxxcRMeuLg+z4WF/Oh2+wRQX2ZKGPy3PDPXZwQHjMzMzg4II6BKEGiPmexWIzsfaACpWQigQYRcOWyWdSJ0qFDopg+FouTdfIcUzY6EDUBLzx4MhhGfhzR4Dr0M6zF8IxoNenxO8GoWU0zYdg5eEig3lRxcNjC5lYJzZYHz18P/U7KZXMoEZO7ZmZmsbcTXp6XzeawvUUMBMhm0dgMvzfTmSx2t6l7bxYH++FlWal0FlWiIVlTNZZAoQwcjxhO47ZpxlCv0de+zbjPbDsOQk8DAGqMEieOr4aqakim5+kdDolxCgvf9yPxbD/JyJcJs9lsp7/inXfeAQD89Kc/RbFYHHkZFDDcUqgoC4uLPLdarYalpSXs7Ozg5s2b+JM/+ROWsy5FVALyScomnZVg0lOlUoHjOBM16YnD+vomaiFlRrlcBuWQlXzTNMgxsEWit4GqDU8lk6HCwrIsciIUlXXJZrPY2Q4PAhsNIpOQTpPCgioziccScIgAWmP0EVDHEY8n0SKcsFVNB/WVqTBm3rTb9POpQZiRKYqCBtEArutWT58LRVFhxbJQtBRajoXDegvbOxXs7JXRyw/i2vXr2N7eCN1XMpUihQXlq3J0zHSIomn09eYsUFmMjFsikSKFxVHvRHj5kq6bqFbCXwegJ5cBvMbtRCqLwwM6g8AqcWJ8vmKJLFqNIrkdbUAJJNNXWPscFpKxGJyRvnuLi4u4f/8+fvjDH+LXv/413n///c4EqDfeeAM//OEPR7l7AJKx4HIRQXij0cAf//hH/P73v4eqqnjllVfwve99byiiApjugLybaRRIwaSn3//+91heXoZt23jkkUemSlQAdBnUbC4b+vsr83Oh3xmJRByHh9SkJcKsjGjcnpmZCf09QJvWWVb4Z1JR6OZv06QDyQpRT5/J0CVbVPZGUYAq4UMQT9DZNI5ocNt0PT4VPGqaTroc27E02T9hx9MwrCRiyZswE/fQUu5io3gdD76M4W/eq+H//nYLq9sePvvjJnb2KuhXxkTdCwA4C+1wGNMam4RYBXgjW1uEoSJATxIDAIVjescoX0pncuR3uqYZqDICfU7jNscBOxZPsyY0ccbRxuK8EifKdwUYn+N2gAiLwRmpj8UPf/hDvP32252MxfPPP4+FhQX89Kc/xVtvvYV33nmnIzpGxTCnQkUlUO3FOEVTq9VCPp/H2toa5ufn8dJLLyEejw99P5NQ3jUspum+K5VKWFhYQLlcxiOPPIKbN2/iww8/vOjDOheUfwVlfhYjypjmZmewtrbW/+9jNorF8CCYatyOESuxtm2T4oW6/zKZLMrlYvhrEJkX246RPRg6Z+XZ0hFmnmxZcTg9nJy7MRgiCKC/W6hMg64ZpGiIx9Oo18JLXWw7jkqr2Pn/mmbAis3AV2KoN1UUS00cNBNYWjoE0P+1OAEV5XoOgMxWKArI/gpNVVEkxsyqqooi4d+iqgppjAcAFeKYAbB8IDxO74RFZ0fSmRxKh+GlWcNs3I7HeY3UrBInRhZJ0y2WsBjnqFlAhMUwGNm798Mf/hBvvvlmzzGzv/jFLzqN2++88w7eeuutUR0GbNtGu90eyqzgKGcsxiGaHMfB4uIi3n33XdTrddy/fx9PPfXUSEQFMJ0r/b2YlvOo1+v47LPP8ODBA6TTabz66qudpvtpnXqxQAiLcjk8KGw74U2VlhkeKHebKvVCVRXsEz0eVO9Djsi6AECNmN7D6ZehBFAqzVjlpCZCqQrZG6EzRAPHlMz3Ka8MjTS1iyfT5H5Mu//3o6KoiCVycJUM9Phd1NyHsbw9i99+Avzf3+/jb363hvc+XMHXi9twHPoZWCF6cVRNJd3Xk8kkmQHL5WbJsrfczBz53M7NzJGlgpnsDDnRLB6np6Kpmspy5a4R/igAb/TtMBu3qfsQAHTGQINYPM3qw+A4ySeSOXBSWxchLMb5vJKpUEx+/vOfI5vN4kc/+lHfbX70ox/h/fffB4CRelnEYkcfzmFkLaIsLEa5uu+6LpaXl/Huu++iWCzi+9//Pp599lmkUrx06XmJSoZp0oWF4zj4+uuv8bvf/a5T0nbv3r1Tdc2TfA692D8oYv+g2Pf3lmVidzc8yNrbDw9EmkQ5SMwOLzuZmZkh+yMoDwxq9VTTVByGjMsF6ClLqqowau7pVVyqNyKZzJDfY5k0HcwXKbc1BfCIMqd4IkPe85ZFB4+Bn4ZpJZFM30As9Qg84w52ylfw8Tc6/v79EhZXGnj3Dyv47Mt17Oz2Dmypc4rFYuQ2s7NzjH4cutwxkaCnZcVi9P3AKTuKMyZzpTNZcptMZpYUBKZpkWV2AE98cEYDx+OMqWOGRXqpADwxEE/Qnx0AaNTp/XHKs4DxToQKmqklYzEYIymF+l//63/htddeI7d7/vnn8bOf/Qw///nPR3EYAI4aFwGg2WwOPIUmSqU1J1FVFQ6xunpWPM/D+vp6p8b+6aefRi6XG5s6n/SAnMuknofrulhdXUU+n0cmkwmd9DSp5xAGla24emUO6+v9m1iz2QzKIaMyFYXONjhOeBCXSoU3bhuGEeqhAXAyGjkUib4FKjOTyWRRJktNwu8PRaH9CuKJBGpEc63HCNhAZCMsKwHXIfoe7Dg5rUftUTKi6QbsWA6KFkOjqWBzz8DyahKVSh1A76wPdR9l0hnSx2Fmdgab6/3L8gAgHouFFFIdwQnKOKNWOT0PLqPEh7MqzindseNxEDMQkE7ncLAf3thuWTGWsOBMcWI5bqdyKBXDBy8AID83AKCpdMhomHGyvO8I+rpYdhKWPb7pgcEzSoTFYIxEWCwuLuLevXusbf/Fv/gX+PnPf45isdjxvBgmwWz1YWQsom6QN6zAz/M8bG5uYmlpCbqu4/HHH8fc3NzY031REYKTFpT7vo/NzU0sLi7CNE08/fTTZIPwpJ0DB6q/glpRncmFC4uZXJZseKZEAfWZmpmZwd5uuLsvVeYUjydIYUGVviQSCVJYtFrh39GpVIYcRcuZIkQ18hqGRXpYcJL9VLCqKCp86EhlH4LT1lGqOtjZKWNnvwTf/+6apVNJVKthk8ly5H2UzWZpR3NGcO0wmtFrxFhiACgxDO04ZUdUFgzgGeO1CG8UAKQ3CgCYjMb2VDqLg73w/R1NjaLfI07jtmnSmR/LTqDZpK+b69LXP5HMoHxIH1evCWUnuYjGbUCExaCMRFjMzMxgYWHhTH8zClEBHD1odF0fymSoqASqvRhGmZfv+9jZ2cHi4iJ838e9e/dw9erVC6sfnMZgtheTch6+72N/fx/ffPMNXNc90/WdxhpSaiIU9Z1ClQdlMqnQgPCoVj38YU/1LcTj4SvMmqaR4oVyy7YsixQWQTlPGJTDciKRJIWFx+ilowK2ZCqNcilcjKUzaRz0KTnq7KfLp8CyEjBjafi+hWrDw/5BFRtbB0hu74aOAj4Sn/SkLEpYcFaHq9VwgakodGbEtCyynCqRSKJK3C+pdBo16jolU6gRq/qWZZOTxlRVwSHDd4KTZXCJMjGANxgglaGzDNzGbU5JVSKRwSExXhngmezpjBInrnv3OMugABEWw2IkwuK1117DgwcPWNv+4Q9/CO3FGAbDGjkb5R6LQfoRgoBzYWEBjuPgzp07uH79+oV/OKXHYniUy2V88803KJfLuHPnDm7dunXm63vR53AW6vU61tf7P9gVRcHuTnhRSLVC+C0QK8QzM1msr/V/DU1TyUAPxHs+M5Mjm3GbYSOWcBTY7u2Fz+2n6rcTiQRZPmEwshGUK3c8kUSzQQejVBFKP5ms6QZsOw3XN1Cq+iiW0tg/qKLRrAA4fn7pdIopGggxxWgEpsSjZVnkmN7czCw5pWl2ZhbbW+GlQNlsFpvEiN10KkMKi1Q6QwqLbHYGuzvrodtksrMoFXdDt7EsGxVGBqHC8Kbg9DJwpkYlkjmy1A7gNW5zfD5MbokTo8wtFs+iUaPF3EU0bgPjFxbTuPAWxkiExRtvvIF79+7hV7/6VahoKBaLePPNNztN3KNAURSYpinN2wTnzcYcHBxgcXERtVoNDz/8MG7evMmqVx0HUckwXaSwqNfrWFxcxM7OzkBu6JMgjs7CwmI+9Hjn52ZCg3pd17BLGOPVquGlANTEqJncDPaJkZ21Wvg+EokEKSyo1XCb0WRbIcpjUqkUGbRQn2VFASrEyNtEnBYW1AhhAGi3W1A1C6n0PBxXQ7nqYGe3hJ3dEnx/+9tphK3Qe4jlg0Ges4K9vfDrl8mkyWlPs3Oz2NoID8CTySQpLEyDLgXivL+ENcvRNgzTNIP4DAFHTu1URVU6k8PeXrhgiseSrCC+StyjAD2aGeA5bmvMkipOP0simUGpSI/b5ZRU2bHkxAqLKE5pGjcjERZ3797F22+/jZ/85CcA0FNcLC4u4sc//jHefPPNkZVBBQzLyyLKwuKs51YqlbC4uIjDw0Pcvn0bzz33HKu+eZxMWzDbj4s4D8dxsLy8jLW1NVy5cgWvvPJKp1/pPEzyF3Wv95bqr8hk0qHC4sqVeWxt9Z9Br2sadomAsNkMr2dOJhOhwkLXNBwchJcbUJclmUyRBm7UlTUMA5WQXhMALFNMciIUowfDYOznpBuwrsehGWm0fQP1hodSuYal9QPU6w0A+Z6vcfXKPFbXVkP3k8lmUCZKgnZ3wkuyZmZmyExDJpMlhYWp0wE4J/hsMHoV6kTJFXC8jKzvvhieEg6RbQNAZvUA3n2TTGfQ3Al/n2PxJOltAgA1wkUd4K2qp1K0FwbAM6rjTHFSNQ11RhM4RxQqqoZk+gq53TARD4vhMLJI8Ec/+hGef/55/PSnP8Vf/MVf4LXXXsOLL76IxcVFvPfee1hcXMTbb7/dceIeJZZlocVw+aSISmlNL7jBa7VaxeLiIvb29nDr1i089dRT51rBHgdRuV7jFBbdk57S6XTopKezMk3XghIWVDCSIIzx5udnsUMEjaQooBy3Z2ewT4iXo+C4P5lMmhQWdcIdOZvN4mA/vNSEmhLEyUYcreASq7Mhb5miGjCtDKpNC55+C+VyA3v7h6jVDgF897rXr10l3zeqv4YzESydTqFK9NikUinaaTz0t0dQxoQAPa5WU1UcENkvwzBJQzvTNMnGbU3TSdM7RQHLGK/K6J1oM5rWOQtryWQG+1TJH3M8LD1gADAZ44wNw0adIWQ409QSiRnUquHfawDPkT6ZmmcJkGEybmExTc/EszDSJea7d+/i17/+NRYXF/HgwQMsLi7i7t27+NGPfjQWQQEcfYFLxoKGOrd6vY6lpSVsb2/j+vXrePXVVzujfCcVyVjw6Z70ZBgGa9LTWZima9Fut5EvrIRuUyTq3iljr2QijjBdkSNG1QKMMqd4PFRYKIpCBosmsWigKECJKJWKxeKg2jQbhDhJp7LkOEzOAofTagBQYNoZKFocbVdDte5g/6CEYvEQyaSCWpUoeUnQhp5U+djsbHgpHQDMzc6SwoL022Aci2EY2NsLF36ZLO2sPjs7h7298KBydmYWOzvh728uN4NdapuZWezvha/EZzIzKJeoZnO6uRsAY1RycG+FYzAyQ+lMDsWD8PNXFAWVMi2aOGN9k6ksSkVapDQZZV6mHQcxZA4Arwl83GVQgGQshsVYalfu3r07NiHRC9M0pXmboN/qfrPZxPLyMjY2NnDlyhW8/PLLHdPBSUd6LGi6G+/b7fbIJnlNk7DIF1ZD/SOSyQQOQozzAIQa6wGAR7wXlAeGpqn0SjVxDbPZLDmukxJI6XSGbGqlbqUjf4rw40gkGf4UPT7ruhGDbqbgwUCj5WFhtY6dHQ+O07vZfH5uDnmiVIcSdNlsGsUi0XicSjE8TMKbfBVFIRfMEokEykQZ1PzcHLaIhut0Ok0Ki1g8DsrkgjOOlVMWxynLTCSSpLDIZnLY2w0/92QyjRpRKnR0D9Miz2G4VnOmRnEbtznN1pz9aZqBWq1IbqcynhuGGUeL0Ycx7olQwPhdt4HJLhM+L5NVFD8iJGNBczIIdxwH+Xweq6urmJ2dxYsvvshyS50kpimYDWNU5zGMSU9RhCqDmp+bwcpK/+AynU6RwVzpMDxQ0YlSmpmZGbLpmhpFm0olSWFRrYafx9FI3PAgukUs6qRSGVI06MS4WlXV0XIUWMkbaDlAudLA7n4R1eoB8G2+5Mb1a6F9LwC9wmvbFnZ2wlf3Z3Iz5PWn3KtVVcHubvh+ZmdnyXvAMAwQySBWIM8ZV8sxWG0xeh44fRGcsa6cY2b1TqRoYZFMZVnjUytlehuPYfrHadxWNR1VxpQqTqN4MpVDpUT3ajgOnfmIJzIoM5rAL1PGImri4tIIC8lYhBNkLNrtNlZWVlAoFJDJZPD8888jnU5f9OGdiyj1WABH2YVhfAENa9LTWZgmkUc5blPlQbOzOVRDpiDFYjYOiPGf1EJIMhk+zUlV6VG01PQ2wzDIUaecunLKDI2Xjfgu+LFiaah6HK6noVpzcFAsod5o4sv8N6HfzwmihElVFbLv5cqVK1hdDW/KpmrROfuZn5vHLmFsmEolSWGRyaRJt/Iiw4jukFEKVCQmlKmqQm6jKCB7MADgkHHMNUYDeNuha/05U6wSiRQpLJLJDKsEiOOXwWvcnkG5FD4GGuBlNTi9GgBQq9LXxdB5JdSXSVhEjUshLCzLEoM8At/30Wq18O677yIej+PZZ59FLpe76MMaiKhcr2EJi2FPejoL0yIsfN/HwlLvST8BVCaAyjbMz81ifb3/aM+jEaKDlTnNzORQJJq/qYEWMzM50rWbmhSUTCTIaU79/CkMMwbTSsFXDOweAsV6Grt7Bz3LmO4+chvL+ULofirl8ADq6pUr2N4OD8Soa6soCnZ3w4PnK/NXsL0Tvp9EIg4iYcHKEByS5oca2ceRSCTJqVK53AzZcJ3NzeCQEBbZHO0pkUpnyBGqpmkxnbvpbZqEUzvAW3FOJNOksDCtGKuRmtO4bVkx0o9F0wxUGVOcONmfWCKLVoN+LU7fh2klYNkpxnENl4sQFlHLVgCXSFhIKVRvPM/DxsYGFhcX4bounn32WczMzETiZp+WYJaiW1ich5OTnu7fv49Uarxf2tNyP21sbqMa4i+hayq2iVKYei38oW8RdeazMzmyKZeq808mk6SwoLIRMZtepaQct1PpDCksPNdDPDEDRbPRagOVb8uYKv9/9v40yLE0PQ/FnrOv2PcdyD1r7+ru6mpRc8PWHem/I2akUDgc9h9z7BsyHboyOUFS9qUdCtGk7StdyVp6eClr8aU04mjhFUUNNaTGulx6X2qv3JD7viGRSOw48A8ksrO6Ct/7VRWyKjMr34hmcxJfA+cABzjv873PUtoBsMOVPk1dX7ZlYZPo1G3bAoErSKeuUChICqFNywQI4xxqI0wU6fwKl8tN6yvCQWxuEBQXjq+ubdtkI2+bNgksLJPOlHC53CSw8Hr9pHbC7fKSTXXHnICeoNSIaxzgnTJ4UdhlPxe3cJsDDPBSnOo1+vwM08UFLE6rvgLo3GMvJhYvX28EsOgnFardbveNkvI6q91uY319Hfl8HqIoIpVKYWFhAYFA4HUfWt/qTQcWJ+309Lx1Fj4LigYVDoeYu9qSJGKT2LGmdprdbhcTWPAkblM3R9u2UakQPGfiJ05VVdK5Sv1GQJlhuiApFlqOiHKlgZ3dPWw+XEWx2LsBDgZ8TGAhCMD6BrtTj0RCmJtjT6IOCNG2jwPguFw2CSyqxMRLkiQufQUFLHw+L8qERoZnYun3+7C8zG4Gee6vPAnhPL8RPPdeHpG45XKRwEI3bDLwTRRFUiQOcLpGcWg+eIXb9RqtY9A0A1SbLwgCl36EJxhXFESS9gi8HhoUcEGF6lddAIvnqO4F5zjOqUmXft5qt9vY2to6mlDkcjlEIhGUy2XMz7NvvGetzsuE6UWAxfb29ok7PT1PnRWQN52fYz7usk3mrnY4FMQGwZ/f2WHfpKkbW6epfLnm1eNxk8CCeg6v14vt7We/GapqQDNs1BoyJD2CveIBtrZ3Ua8/uTsai4awsVFgvk6NoGxFoxEOUTb72jMNAxsEOOEBFhRtRlEUbBL0snA4jI31NeYay7JJYMHzdee5L7L0Qt2idBwAny6Ccp4CQANicGonuByMNBJYeDx+FPfYn6kgCFzgw2nR9DYu4bYocQnFeShOlsuPSong5QFoNeljN2w/KiU65+J1TSwuqFD9qQtg8RzVveDOQoP0zWq329jd3cXMzAxqtRqy2Szi8fjROZ0XofPxOivNLFXPAyy+6fSUSCROBQg+Kz+e1MSiSeVT2BYTWPQln8KymMBCEASSskM5AQmCQOYf6LoOUZRgmB5IioZ6AygdVLG1XUCptA1R3IFlGjhgUMPcLpvZ0GuaitVVNmhw2SZYuEIUBVI7EYmEsEBkl1BOTrIsc4i/Q1hdZVN0DJ0Wt3LpKwgQJIkidgiAqhsGScuzbRcqhFBaVVWUiYAD07RwQFDrZFnhCr3jATEURY+3dMMEhatcbh8OOOhLBxzBeDyNr+32o1SkG/gax1RD100QGZkAgGqFPnZN43sut+diYnGW640AFqqq9k1jATzbL/00197eHmZmZlAqlZDJZJBMJp9qNs+L0Pl4nZdz4gEWr8Pp6XnrtIO8QqGILUI0TU0bqOuNJ5/iZXeifT4vii8Z4OfxeJ9KujZMFxTNgnNIY9rcbWJqvoR2+9nNYDwexcoKe+e9SGgAErEoGVZYJETZ0UgY6+tsYCEK7GZCFEVyohGNhknQwBMqSpkDdPQVhMDZ5cJ+kQ1gA8EgtrfY74vf78fa2jJzjdfjJYGF1+fH9ib7WnC53aRDkc8fwPYW+3ncHi8OiMmHJEnY49BONBocfQOHGNk0bBJY6LpJptwDfMJtXTdRIjTgoijigIPixJN+ragml7sUT9MuiBJsd4hcdxJ1ASz6U28EsDAMg7xZ81S3wTsrzer+/j7y+TwKhQJSqRSuXr3as9k8Po05K7vLVJ23icWz6njeyGkOMDwLIG86P8t83OelxbBUMBrlKhTkoDlRO78ul4sEFixwo6oGLNsLUbZQrTWxVyxjc2vnCRqTJIkwdJX5/bKI69DrcWNjg32ulNWni5h4AB3hNiVP3SLuD9FoGGtr7GfhAQ0lwoFJVVVSXxHksKL1eX0oExQm0zSoPDsuO2EeO1adQztAvTcA33tsWy4SWHh9ARR2CLApyahV6R19HltbArcC6GRh7O6wX08QwCXc5inb9uOAg5bU4AAylu3B/h49AWpyADXbFYJI5NacVF0Ai/7UGwEsNE0jrRV5ShCEM8HbL5fLyOfz2NraQiKRwPj4OBf1ATjb+pFv1nmhdz0L0LZaLSwvL2Nubu61OT09T50FsDo9Pcd83O/3MYGFbVsoEA09tRtt22yaU0e4zd5lpL6/mqahWCxCFGVYthuSrKHR/JrGVNzfhiO6MD3TW3OVSsawuMTeyaamP+FwgAlwBEEgQUM4FMAs0UDvEw1rKBggxfA8YJ2yZDU5NrhCoRDWVntbEQN8VrQ8jWyD457Io2fg0WDwrDF0DRQ7ied5BJH+rdE5HM9My6aDGxWVS8tQo1IKAcgcE+aOcJvDpYrDxUkzTHC8nVzZFLLCl01ROcXCbeDVA4vz0J88q94IYNEvjQVwugXB1WoVs7OzWF9fRzQafa6cgrOsH+lVZ2GXnLe605eum9fMzAwURcHly5fPjJPXab+2ZgjhtkzszAYDPiwu9b6hd9KUX25yGgj4yeb0WUnXpuWGpltw2iJkWcHC0jq2tnfRbj/d2EuSiOVlanee3QRFIkFsbj7/cR6vWJSmMFHfb9uyyKRsj8dNAgvKMcqyLGwTzxEMBclwPU2lm0ueTTJqYsVjV6soChnAp2kaCrvs81ZVjQy9kyQJewX6u1Gi+D0AKsREDwAcggoIdPQcVHk8fhR22PQ3XteoVov+XE3TJoGFKIpceg6ezR7DdKNepbUTPHQwXXehXqM/vzcJWABnY9PteeuNmPn0K8cCOJ3Nar1ex+TkJD766CM4joNbt25hbGzsucLPzhrNi6fOCxUK6JxLoVDAp59+ipmZGQwODuLdd989M6DitH8WlUoVy4QegNr5pqaCfp+PFABTdBDbtpmPK6qGZkuEN5CA6Yqh3nZjaaOJ+xPr+PxOHl/enUaxVMHm1k7PzyOTiqPC+L0UBGBtnT1J8HrczMc1TcUKKcq2mI9LokjSkyKREHndUZtOhmGQ4CQUCpCvwzMJpj5/URRJqpRtu1Ck9BX+ABqEc1IgQJ+T30///vBYXPv9AfLe4/Z4SechURT5AAqH+5TjsL+rAKCp9E692+PnstotE9kcAJ9GwbJ9XK/X4JhqmCb7e9wtyjkLAHTO53pdjlBAp/85j43+q643YmJhGMa5nFg0Gg0sLCxgaWkJPp8P77zzDtl49KrzOLE4L1So/f19OI6Dqakp5HK5U+P09Dx12oFFfnae+b1WVQVbW+xdwApBd7BMtsOOoiikm1O3REmCbXshqzqaTQGlgxo2t3bh9Vr45MuZ3v+dKGJ5hd2MU6L/ZCKKlVVClM3IpQCAZDxKJmXv7bGb43g8imVGgjkAtInfalVVyKlIJBzEwiJ70sBjXVogUrANwyAnJ6FQCJtEarff58Uywfu3bAs7O2yAonG4U1FgmncNzyaYbbtIQNBJ96adrnh0ETyuUS2HdufSdQv7e+xjMkwb1SqVk80p3DZsHJRoAwge4bbEoXUQJYmL4sQzAQIA12tyhAI6/c9Zu7eexnojgIWmaecKWLRaLSwuLmJhYQEulws3btyAx+N5qecUBOFUTmNeps76+VQqFczOzmJjYwOCIOD69evwer2v+7DOZVE0qGgkhJWV3pSHDs3p5USVoaD/mbaolu2GrltoQ8ZO0cFB3cLWdgGO83RTnYyHma+RycQxP9+7SZZEkQQNlsXmp/u8bqxTomyCB+/1esigQZ1ofEVRIIPzopEIlpfZWhGeXWIKEHg8btL+NRgMYIU4FtOktQE8x9vksKutEpkcAJ11AgB1judptejpAM9OsmlYJLAQQDeOpuXiavSpBPBOcWRF2B7Ua+zX4xVu82y4W5YPlXJ/6FmW5Uf5gBaB80yAVM2Cbrw+raDjOK/UTbHbd523eiOAxXnRWDiOcyTYNQyj70nKZ70R/2ad9l3yXnXc6SkUCuG9997DZ599dqZ3Uk77ZzFN5FcYxI5qMEgnIZcIpaRhWvD5IxBlFbW6g73iAdY3d1Fb2QSwiVg0iI2N3q8higJWVtm72Srh8pNOxbCwyJ4CUNqJUCiAPcbEQhQFrBIUplDQT9ql7hITgGiEDs77ZjL4s2qbEMv7/T4y88PnYwv/AUDm+H7z3McoACMIILUToiRil1gjSRJ2d6mgNoFcA4Arm4JyuQKAJkdImz8QwNoK+7kUVSOBhWGYpM0uAC4LWR73LV7hdr3GMdUwbS5gUSnTwEnVTXDIWlCr0EDtddKggAtXqH7VGwMs+qWxeB3AwnEcrK2tYXZ2FrIsY3x8HIFAoO9I97xQh7p12pvZb9ZxpyeXy/WE09NZO5dv1mk+/mazibl5dlYCJZh1u11MYCHL0hG1R5QkuF1eyKqBliNg/6CGza0C5paKmFvo3dT7fR4msMgQoECSRCwROhKNoK3EYyFyClCtspvfRDzKnP4AdACc3+cl3bFsyyRtZinqmd/vIylMPq+XBBY81z6li5AkiUNfYaNIpLX5/X5ScB0IBHumqj+xhszBCGJ3h329uN1ekpajqCpX7sR+sUCuqdfpXoDn83K5vNgmAuYkSeFyjWo1+yPcFgQBByX6fZI4mmdVM/iyKTj6EFFSUOEI0Hudwm3gwhWqX/VGAIuzSoVqt9vY2NjA7Ows2u02BgcHEYlETmx0dt4mFmcFKHWdnvL5PGRZfqbT02luzHnqNI97F5dWUK/3bmQFQcAm0dD1+mxcLjd004VqpYqmI6JYqmJzvQDHebKx9vvcmF/s3WwLgoD1dYI7rrNBQSYdxxyTBiVghZgkeNwuJrCwLJMUZZsGe/qjqgqZth0I+FAgmnlKbO/zecncEZ/XSwILapdcEGgHJsuyyNcJhULY2GC/L36fD8tUzontIoGFadAZF9QUDwBM0wTxUnC5XSSw8HkD2Npig1GXy43yARucCQJQ5JiOqCrdGpUrtAbD4/Fhr8AGXwBQ4gqq4xNulzmmGjzBf5blRbFAn2OjwZNz4cNBkYL5ry9xu1sXE4v+1BsBLLri7X6Ev72KZrXdbmN7exv5fB6NRgO5XA7RaPTEL/iz0ojz1lkASjs7O5ienkaj0cDAwACi0egzr9GzcC5UndZraybfO68B6NByKA59pVJFIBiFJKuoN9ooHNKYFta3AWwjEfVjdb33c8SjQaZYOZ2KYmmp97RBkkQsMh4H6HC+ZDKGpSV287azW2A+HouFkSfez20i3yIRj2JhgS2WrtXZG0W2TdvM+jkSyuvE5EQUBWxssnfkAwH6+gkG/FhiWBUDgEEAsu7xUMWjZ2hwUIqoqRLva/HckVWNFoC7XB4SWHg8ftL6VRCAIsd0hPo+AYCi0p+ZYfLZsPIKt3mARblUINconNkUPDkXqmqAgy11QYU6J/VGAIuzpLHY3d3FzMwMKpUKstks4vH4K+PWn4fm9Xid5l3+/f19zMzMoFgsIpPJIJlMMj/n07zjz1On+bPIz7IbYY/HddQYSpIEl8cHVTPgOCL2yzU4LQef3u3dCBuGhs0tdgO7s8t+3CJEu7lMArNzvelcsixhaZkNPAxCDB0O+cnQOyofIBQKYIfYvae0BopCTzQi4RDm5tifK2X9K0nSM8X0T7xOJEyucblcJLAQOJoZHjovRacCaPoXjwZDEATsUqMIAHsMF7RulQ9o7j1ljQvwgSrTsklg4fb4sU+KpNuocWgnqPwOALBdbuwQwIJXuM3TFPNmUzht2rLWsLyoVwvkOp4SRAm2O9SX53rRetXA4kK8fYbrLFChisUiZmZmsL+/j3Q6jWQyySXo6medBserftZpbGar1Sry+Tw2NjaQSCRw+fJlLheK03guz1On+cczP/ts21OX2wPTdMERDNi+BHZ297GxXoDzDdekq5cGmM+fS8fxeHK25+PJeBira72bU55pBMWZzqTjTOAhCAJW19g7736/hxkCpygyaWXr97qZwEIQBGwQk4ZEPIqFRbYmpk0EdkmiSAKCaDSMVcIhyzRN5uMAn6B4j6BBybJM6issyyKF2z6fF0VKaO4PoEBkQXh9PhQJ0OB2e0jXJFXTsLdHAx0ecXeFg5rEU6Zlk8DCdnm5LFZVRQIln2hxhPXxCrcbHFMN0+IDFjxia8N0cQGLJgddynaFIHLY255kXUws+lNvBLDo58Si37v6pVIJs7Oz2N7eRiqVwpUrV16p3dnxOm9UqNMElJ7l9GQYtHVkt84DsDiNx7++sYlm00EoHIUka6g329grVrC2sYPFjR0Y+gEEYQW1HhoMSRSwRKRUl8vsm6rHbTOBRS6bxOxs70ZaVRUsLLGdnCQiNTyViNIBgfvsHdpUIoY5gsJEJVhHIyFsEOJwioIiigLWiQC/WCyK1VU27YsnW6FC2K2KokhSsrweNzlpCAaDtL7C78fKMru5drvdJLCwbZsEFi7LxQEs3CSw8Pn82NpgX7sejx9FYsogSTIXfYlnOsJTtuUigYWi6igf0A08T1I4n3CbL5uCx31MkhSUy4VvvIAEUZAhiAogKgAkODAgaXEAItoQD/8toN0WDv8NtNvAdkmAI9hoO4DTbqPdBlqO0/nfjgOn7cAdGSSP66TrVQKLdrt9Ku+J/ag3BlicNleocrmM2dlZbG5uIh6P4/3334em8XEaT6ouqFD9L8dxsLS09Eynp+ep03AuL1un8fj/9JNHmFooAXh20zw4EMejid7ThsGBJGbyvZv+cMiHBZY2QhTIhl4iKB7ZTBwzM71pP4oiY5HQTpgc2RRU2rZENPwul0U+h9tlk8Bii8i34LGZpTIwAKBEAClJkrBJ6CvC4RA5GfF6aStaHn0Fj9MPFRgIgCu1mZoIAXx5ChqH3a9l2SSw8Pn82N1hv8+KomK/SDfeFQ6Kk0gAdaDjdlXYYX+3AaDdpmle5TI9jbEs7xEYEAQJoqRBEJXOP4IMQAIECeW6DlEfgNMGHKf7j4NWq41my0Gz2YJlmdjd2UWz2USj0USz2TjsDRwAtcN/gHBEJ78DoVAIW1t0zsU77/wMueak6yJ5uz/1xgCLZrOJVqv10vSilwUWtVoNc3NzWF1dRSQSee6d65Os07TD3496nc34s5ye/H7/C/9onXVgcRqPv91u4/f/8GPmmr0iu8mgPs1w0Ietrd7NTC6bwOxc711+Xdcwz7CgBehmMZOOIc+YeAiCgHWCBhUJB1Dc772r3smmIKhFkRDyRBAhldgdCQdJhy7LoulJVCNvWSa2CC2I2+0irV15qFI83wtqMgKA+fl0i5X83i0u7QQx9QCAA8KVC+DL5WgL9Puj6/Q91Ov1Y2ebMjhQuMBHrUp/HiqHcNuyPahWCkf/u90GJEmFJHdAASCh1RZQbSioOkE0Gi00mw7aECEIInA4HWg5DlqKDyvrDdTr9cP7+NcAoFuiKEKRJVJ4n8lkSFqdoijY3qYBg2HQ3wEAyGRzXOtOsi6oUP2pNwJYdBv3arUK27Zf6rletPmu1+uYn5/H8vIygsEg3n33XViW9VLH0u86jc3fy9Tronbt7OxgZmYG9Xqd6fT0PHXWP5vTuAv05d0prG/2biLSyTCWGYFzHreF2fneScmiAFK3QNESsukYpqZ7TyNMUycD7aj3PpmIYIXQRpSJxjYZj2GJyKZoEWJpj8dF6ivcbhcJLCjQ4LJtcuoRCoWwsPBs7U23ZI5dax5AQDXyiqLw6SsInYbH40Fpn90sejxe7BOOQbbLhQMirE7TdFI7IYoCSbkCgHKJpi/xuE+pHIwAj9eP3V32d0EUBaYAXBBESIqOVluEboUAyBAECQ5EOG0BTquNptNGs9lCQzCxW5bQqDdQq9cP3SvrAL6eYmiahmazSfYdzWaTZGaEwyFsENM8AChz0LOCoRDW1ti/PQAfePT5/HC53OS6k64L8XZ/6o0AFl2KUa1W6wuw4BFbdavZbGJhYQGLi4vwer0vTIV5FXUxsXi5KpVKmJmZwd7eHpfT0/PUWQcWwOmjQv2YmFa4XRaWGb1yOhnBw8f5no9nMwnMMYCHYWiYW+j9OAA0GuyGKZ2MYmp6rufjqiIzbWoBeoffZVtkNoVOUHUURcYKQfkKh4Ik/YgCODw2s6FQAPPz7MaJ515PNXEdQEAJ4n0kIAgGg1hfZ793PPoKHmDh9rhJYOH1eFEhgIXf78fGOrvp9Hr92CuwPytN01HkCL3b36fXtDhE9NoTuhoRkqJBUQxIUmd60IYIRVFRrTcgtBw0mw7qjSbq9QZqtRqq1RoajQZE4QD66hJ5jaTTKS6Qu7zM/p0QBIEM8QQAmUMcres66dwGdL7TVEmSxDXVOA3TCqBzj7qYWLx8vRHAoivC64fOQhRFTv/uFpaWljA/Pw/LsnD9+nV4vd6Xfv2TrPMm3n5VmpFvOj1dunSp7wL8sw4sTtvxb20X8PlXEz0f13UVeQYo6D4Hq1TixptNxzA5NdfzcbfLwgIjNA8AM9gPANLpeE/XK+Aw/I+R5g100ranCQoT1RwlEzEsLLCdnJoEiDJNA2tEgB+PzSzPdbhNnI9lmSTICYfDWF0lhMluNwksePQgPPoKgOf7R6/habx4fv9MyyKBhdfrx+Ym+z20bBcq5d5TDVEUISsGqvUWLFcYEGWgOz1wvtYV1OtNrG+3sL6jolqtwnGa6EwOnnzuXC6LuXn2NRaORLBBgEFRFEgQDIBrcyoUCmOLSEEHQNoeAx0gu7LMNmEAgH2OSVIwGMLGBq0zyaRPB7C4oEL1p94IYCHLMmRZ7oszFNV8O46DlZUVzM3NQdO0l+bWv8q6EG8/XzUajaNp1Is4PT1PnbbG/HnrtB3/f/xPnzKv9UTUh7nF3k1sNh1jCqI70wh2Q1Srsn+PkokIJhg2tS7bJEXZ1M9OPBbGGqGNoELiopEQSWGSZfbNWlFk0to1Gglhbp5NT6L0JjzNXDAYIBswr9eLtTU2sOARJvNMv3mEu/sc+grKDQoAqRkBgAOOhrJWozfx2hwiceUb76EoSpBVHYqsQZAUCIIEwzAhyB44Do4AQr3eQLVWQ6VSQb1eQzjswjQjdR7ogCEBHYoSq0qEsxnAl0oeDkdIpy+ADpQEOqCbXmOiymHJy9MnmZaJApGHAoDbkCadyXKtO+m6ABb9qTcCWAD9s5ztRRdqt9tYW1vD7OwsRFHEyMgIQqHQmQAU3TpvE4vu+fQjcf14OY6D5eVlzM7OwuVy4ebNm3C7T5Yfetoa8+et0/Q9ODgo48d/8BF7TZndGFkm+4ZJZVcE/G6mWxQAlErsBiaZiGJyqjcVS1UVLBITD7fLwhrjMExDJ12rKG2EIIC0f03EY1hcpHdJWSWKAtYJB6ZwOIRNwnXK43bTO7scrkglQrwsCAK2CcqJqqrkGssyUSCmHi6Xi9Se2LZNAhRN00kBuCSK2N2hd+L3S/tQNROyokKSVAiiBECC00bHoajZwk7RQaXlRrVaQ6VSRaNRAfAkoMtm0uQ0rKOrYR9TLBrF0hL7GnS56OcB+AAazyZUIECDXIBPExEIBLBMpLsDfMDR5/Nz5YbwrAmFwrCsl6Oo96sugEV/6o0AFoIgQFXVvlGhjgOLdruNzc1NzM7OotVqIZfL9UWs+zrqPE4sAPQNWBx3epIk6ZVOo846sABev8ai1WphcXERP/npx9g/6L3bnEyEmKJrRZYwPcPeOaeyK2KRIAqF3k1cKOjH8gq7SaZ2sjPpGGby7OPc3GQ3LYlEhEwm39tjNyLxWISkMCk82RQEIIhF6dexLQubYD8PxVUXBAEFwjHHNE1mmCDQoZzsbFPTkyDW1tjg0O8PkNQVr9dLZjh4vT6UCavVjnbi2ccjKypUVYdte9BsNtA+zDToThIajSZq9Qaq1Sp0TcejKfb1bdsWyuUy83dDkiTyMwf4HLN4GspAMEhOLLxeD5luDvBNmXhS2w3D5AI7PHcpj8eLfQ5NCwWagS4opo8rnc5yHNnJV3cT8gJYvHy9EcAC6F+WRbf5brfb2NnZQT6fR61WQzabRTweP9MX5XmbWBwHFi9bu7u7mJ6e7qvT0/PUWQcWr9v6d2NjA9PT01BVFfkF9k3f57GZwGJ4MIUJhjbC57HJaQSlz4iEfNjZ6X2cfp+bTLmm3u54LExOEihqkd/nIWlQNiEOFwQBm2Q2RRhrhJsNj7UrBcZkWSanHh2qFCG4DQaxuETtolsksNA0lfk4wKevEIksFAAQpSfXqJoBVdEgyQpESYYAERANWO5Yh3LUaKBaraNSqaBcqaLVqgDYw/CghRlCkzM85AeBExEOBTFL6GXisRgpbPb5vCSdSBQEMm8EAJe+0uf1oUgATzfPVAx8utBgMIBlDk0Edc0CgMfr4QIWjQYtFPf7A1jvAUKP12kRbnc3VV91D3cWN6GpemOAhaZpXK4JVImiiHq9ji+//BKlUqnv7j+vs87bxKL7A/EyDe1JOj09T50HYPE6qlgsYmpqCpVKBYODg2g6Eh5P/Zue63VNxew8WxtBiXa9HpuZf5FMhLHKsLEFgM0tdtMRjQSwt9d7x1PTVCwSadwet80EFqqqYImgQYWCARQYxwEAhQK7yYqEg6TuwbJNgNiY5gmZo8L3IpEwmcjtdrvIJu2bTfqzihLeAx3aHlXUeQNAaX8fmmFCUTTIckebAIhwALSaDhrNJja2q6g2TVTKFVSqVbTbTza1ggB4PG7mdQeAzP8AgD0irwQAajX6fq0o9G+x3+clczeisSjWCI2PoihcVq31Ok259vv9KBGUI03TuMAOz29rIBDALgewoCyhAcDj9XI5dfFMNQRBQDqVJde9inpdwOI81hsBLARB6MvEYn9/H4uLiyiVSshms7h27dpLB+6dpjqPdrPAiwGLarWK2dlZrK+vI5FIYHx8HKpK7x6eVJ11YAG8WirUcaeudDqN69evQ5Zl/OY/+13mfzc0kMAjhjYiFglgcal3cyEKQHGfTZVwmuyGqQM82A1wkQjuy6RimM6zd3u3t9mTm1QyRoqlK0RQWDDgwxaxW+x2u0hgQQXnuVw2+RyRcBiLi+wpAo8DE0/jSGkeJFEkrWg1TetJJRFFEapmwDRMCJIIfygGtMVDfUILjUYL1Vod1WoVqqri/gQbZMZiEbKJjUUjWCVoR7FoBOvrxMQn4OfSjVATKlEQyIkbAJQ5eP66Routo9EIlojpiKqqZOo7ADQ5rG95bGYBWqcDdPQzFLAQBQHbHAnZbrebC1jw2NH6fH7U6nWomvbaG/oLYNG/Oj9dMVGqqr6wePvg4ACzs7PY2tqC3+9Hu93GwMBAn4/w9Zcoimhy7FicleoCi+cBS81mE/Pz86/E6el56qwDi1d1/K1WCwsLC5ifn0coFMLt27eP7KZrtTp++kdfMP/7fYI/HQx4sLHZ+wZNZVdIoojSAft3SNfYbkLhoI8M3qOu+WgkRDbiFH3GtkySjhXwe0m+OZVdwQM8wqEg5ojPTuKYIlAARpIkbG4S4m+OXf1QKITNza8bcFEUoekGFEWFLKsQRQmGYaBSraHZco70CeVKFeVyBdVqGUAZw0MuzEzOMV9rZDgHqtd12SaozXEeqhlP6KvP58UuIQAPc9gGx2JR0knMsixySgXw2bCKHIGI0UiYFIDLssw1iRBFehrDQ8sD+MBwMBTC1iZ9XDxOZqZpcqW8W7Ybn376KVqtFmzbhsvlgtvthtvthsvl6rttO6u6v5mvarp+lu/nVL0xwOJFJhaVSgVzc3NYX19HLBbD+++/j1KphKmpqRM6ytdb540K9TwTi67T09zcHCzLeiVOT89T5wFYnGR1hfUzMzPQNA1vvfUWPB7PE2v+6KO7TLenZDyEpeXeN1ZJErFIaCeo7IqBXAL52d675qIgYG2N4u/7sM3QXxi6hgXChtbndTObdUkSsUI0bbFYGDPEVIRKnna5bFKjEQ4FSNoIpQUBaNtO27bI3d9oNEKKqX0+Hw4ODqBpOhRVhywrkCQZgIB2G2i2HIiKAUmto1KtoXxQQeUQKByvgYE0ZufYE5YyB1Vqm6DV8QjjBUHAGjGJEAS+XIY9DsekBgdNjGe6FImEMDc3x1wTDAawQ1wbvOfGs9sdiUTIfBNBELgAg23b5DpZlrFFgGGAz6VKEIAdDscvnz+AChHYCAC333sfA4PDqFQq2N/fR7FYxPb2Nubm5lCtVmEYxhNAw+12Q9O0E7mfOI5zbpOwX3W9UcCCd2JRq9UwPz+PlZUVhEIh3Lp162i3plwun6vm+3idR/E21ZB3hb0zMzOQJAmXLl06lbkjZx1YACe3Q7O3t4epqSnUajUMDg4iEok88/P7/T9gJ237vDZWGdSKoYEk0w2KJ7uCmgJkswnME8F8VMOfSkZJGhRLGA4AqVQMi4vs46D8/k3TwCqRkRENB0nXqWaLPUXlsZkNcWRThIJBzC88+/MVBAGabkA3LASCETSaLdTrDdi2G61WR6NQrTVQqVSxtVvD8vrTtqhfPxfg87qYblqmaWBxkX0tBQM+8v1NxOld/UQijpUV9mslEzEsLbPXxGMRrBIJ7R0aFOVyZGCV5YEM/ka/waGrdLvdJLAIR8LklEEQQE6zAL7wwEAgwEVxqhJURAAIh8JYW2N/dgCfNWwgGOJK0hY57p+iKCKZykAQBJimCdM0EYlEjh6v1+soFotHgGNlZQUHBwdQVfWpyYZlWS99z34dVrPnFci8McBC0zQSWBwPPPP7/XjnnXdg20/6K5+35vt4nbeJBcA+p+NOT7lcDrFY7NR+yc86sDiJ469UKpiZmcH29jbS6TTS6XRPYf10fgnTs70bZVWVMUuAAmpXnMquMHQV84QwXCOajmgkgE0GFQsAakQzFQkHsEXsYlPhbqqqkAAnHgtjlgQNbHDSsROluf+U5ajH43kKWOi6DlXToSgaJFmGIOkIR1NotdqoNzrAoVKt4qBcPbQPrmG/3MbuE2L0J4/N63ExJ1IAkEklsLjEBm2JRBTTM3PMNQG/lwSIpkFrByjqHQAufRnPjrfX5yFpUNFImEy2jkbCpJZD1zVSpwHwiYx5aGDhUPgJeluv4qEI2bZNAgtN0/iADEdQo6Zp2OawrDVNExx4B3t79DlGo3FmgJ6qqggGgwgGg0d/a7VaR0CjWCxibm4O+/v7EAQBLpfrCcBh2/ZzGa1cWM32r94oYNGLCtVsNrG0tISFhQUy8Oy8CZyP13kETc9qaLtOT4VCAZlMBqlU6tS7el0Ai6/ruA4mHA7jvffeO9JR9Kof/yF7WjE8kMRjhoWs3+fG7By7GaSyK+KxIOYYwEJVZCwQu9R+n4cJLFRVJgPt/D4PE1iIokA288lEDHPz7AaaAmKyLJM73PF4BMvETnm36VM1DXpXp6CoEAQRgICW00a5Bhh2GJVqDQcHFRyUK3CcfQCdqYFlGmi2ltBo9J6O5LJJzC+w+fPRSBjFYu/QQoDPyYgKRxQEMLU+QIfORomtZVkirxdJkrBCOGV17FrpJrdYpLMbeHR+PI1+NBrBQo8JVLfcbje2eOhbhH0s0BGcU32+z+cjHaoAmkIIdHQ6KyuUuBvY56CeBQNBrK7Sz8WTqO5yubkyOjIvkLYtSRK8Xi+8Xu/R3xzHwcHBwRHgWF1dxeTkJJrNJizLeoJG5Xa7e06MLsLx+ldvDLB4FhWq1WphZWUFc3NzMAwDV69ehc/nYz7PeQYW53Vi0W1oa7Ua8vk81tfXEY/HX7vT0/PUeQAWL1vddPuZmRkYhsGtgzk4qOCPP7rLXENZyCZiQTxkCHLDIR+ZXVGtsiemuWyCSbXiaSazmSS5002mYCeiWFlhN5ISIWSVJIlsahPxKJYYO/eKosAwTASCoSNBMyDAcdpotBzU601UqzUsrhSxtddGq3UA4OmGPBoOkO9bKhXF5FTvaRNA50Xw5HGYpkGCx1AogDXiM0omYlheZn9GqWQcCwQQSqcSmCdSq5PJGPk88XiMvGZ4aFC6rpE0KIBPbM3zexkI+FEi7Hq9XtqAAOADTV6vhwQWuq5zTSJ4NsNcLhfpUAZ0ACa9RuYKvPN6vSiVeIBFf/IrRFE8mlbE43EAnc++Wq0eUal2d3cxPz/fCWfU9SOQ0QUduq6/NirUeaw3Elg4joO1tTXMzs5CURSMj48jEAhwfcjnGVicx3MTRRGNRgMzMzNYXFxEMBg8NU5Pz1NnHVgAL6exKBQKmJqaQqPRwPDwMMLhMPeP8n/6oy9Qq/UWg8ZjASwwLGQFAVjfIDjYQR+2tno3Hx6XibV1dtPpOOz3J5mIYIVwYaJ2ezue/kRqNCGKFUWBnDSkEtGn6D6yLMEwTKiqBkVRoRsuxBIZOA7QajmHqcx1lCtVlA4qcJw6SpUF7Jd6c78HsknMLVABaW4SWOzust8Tl8sipxXpVJzURaQSUUzPsAGMz+chLXp1juA8niapDfo7KQr08+gMSku3fBw0qFg0Qloch0MhMmlakiSsr9MApc6RleHzeUnBOX/gHa3zDIVCpLMUAOzu0q/n9/lwQBgfAHwTmWAwhPUNOvDOadM9hCRJSCTT5LoXLUEQYBgGDMN4SrfRnWzs7+9jbW0NBwcHkGUZuq6j0WhgZWUFbrcbpmleTDBesN4oYFGtVvGbv/mb+L3f+z38tb/21zA0NPRcDQrwNV2o3W6fO7R5HprX4+U4DlqtFu7du0dS3E57nfVp0oteW5VKBdPT09jZ2Xlh2trv/6dPmI/7vS6sb/RuPHOZOOYZ+gtRAGn/6vXaKDEcfGzLYL4G0LEEZZVlGlgk3KAi4QDZRFAi3Y6QdxWiKMIwjEP3Iw2yLEMQRLTbgKRp8Abih0ChhlKpjGqtDqDTyBmGBqG9fvi3Z9fYSBZT03PMYxEIMbymqeT7mknHyTDBZDyCiSk2xYlyBANoPr8gCuS0QlFkLBHTCkPXsUSck2Ho5NRDVRUsE5MIURC4tAx7HDv6rRb9G+dy2SSwiMejZAaEpmlcmRNVDtMXv9+HEkH/6Wgi+hN45/P5uXQMPPeMTi4FDSxUDjALALscACseT75SK9luqaqKQCCAQCBw9LdWq4VSqYTl5WVUq1XMz8+jVCqh3W4fUaiO//u006ZPQ70RwKJLofjqq69QrVbxcz/3c7h169YLhdsdz0Y4bxfYeZlYHHd6chwHuVwOmUzmTAPBsw76nve9bzabmJubw9LSEiKRCG7fvs0U+vWqew9nsLzSu1FTFBnzi+ydTUrcSmVXAHSgXSoZxSRD4yGKAlaItO5kMoqpafZuOJWvkEzEUK1VYdkeQABaThuNRguNZgvtNtBygIMqcFCTUanW0d4pAnjyOV22iXqtjgZjejKQSeDRBLtRp1KngwEv+b7nMnHm+wp0dCmsEgRgk5ggWCYNDKOREAkaMqkE5gk3rnQqQYriE4ko8vk59pp4FLNEVkQyEafXJOMkiAkGAyQNSlVVLhoUz+46z709GolwBCbqXJkTzQZtjxsOh7G8zJ5ECAJf4F0nK4UNLAQBZAgjcEhd4tBEHBzQInefz49CgQYW/aJB9aMkSYLH40GlUsHe3h7ef/99tNttHBwcHE021tfXjybmXd3GccDxopTqs9yTsOrcA4uf/vSn+KVf+iXcuXMH3/rWt/BP/+k/5RJ+9aruaOy8Aouz3LwCXzs91Wo1DAwMYH5+Hm63+8x/gc86sAD4qFDtdhurq6uYmZmBZVl4++234XK5Xvg1f0xYzA7l4phk6BpMU0eeEG1TO9XpVBTLy4T+osLeFc2kYiQ3v/4MNyhd12GaBlRVg2GYaKONVNpGywEazRZqtUZnonBQwcFBBeGYggmGe5bLNrC9U2RuQGRSUTx83Bs0iILAnBABQCYdwxIxfQmH/NghKEwUoLNtkwQn6RTHRCMZwxSh0fB6bJI7L3LcU3hSm2sclJt6g6YB8YSh8ew8+7xukroTj0VIvYff7yOdsERR4JoM8FQoTNOSFEXhmnxQVtMAv80sT+BdKBjiAhY8m4mGYXDlanQ0HTSwSL+AcPuk67jGQhAE2Lb9hCtou91GrVY7cqQqFApYWFhApVKBrutPWeAahnHm+44XrXMLLD755BP88i//Mj799FP8/M//PL71rW9hZWXlpUAF8CSwOG91luk2vZyeFhcXz3xD3q2zfB48wGh3dxdTU1NoNpsYHR1FKBR6qR/m3cI+Pvn8EXMNRXMYyMTwaIJhIcuRXeGy2Hoev8+DRQJ46HpnR0xVVJiWAU3XISsKJFEGBBGyLKFarcMXjKNSraN0UEGpVEGz+HWewpXxHB4+7n0ufp8bUzPsxi6bjjFBgyQKpN3q0GCKKVIH6CmRqsikWD6djJGUoVQiSlOciIkGQE+CJEnECuG+ZBg6CWDcLpsEXF6Pm7QCdrtdHMdj0DQoUST1NgD9/gB8v28+rxeF3QJzTSfEkH1uoihygQFwaFAikTBWCNoV7ySCx2ZWlhUucTdPryMI4BJk+wMBrKzQuo8GB+iVZRmJRJJc96qLEm8LggBd16HrOsLh8NHfG43GExa4GxsbKJVKkCTpKUcqy7LeCN3GKwcWX3zxBX71V38VX3zxxZFl2F/6S38Jv/ALv9C315icnMSf+3N/Dj/3cz+HH/7wh/D7/fgbf+NvYHaWvaPEU8epUOetzuLEgnJ6Ostg6Xid9YkFCyCUy2VMT09jd3cX2WwWqVSqLz++f/D/+5SZkxCN+JmibQAoFtm2n1R2hSxLzLRuWZYQj4ehaTpUVYUoSRAFEc5hQnOt3kS7DUwvFrBXkVAv1oDtp8HQtUs5PHg81/N1/D4XJqfZzXwiFsSDx70bQNPQyOnNyFAGEwT1iKI4+Xxu5GfZTcxALoVJQn/RBWO9ShCATSLPg2eikYiFSY1NNpPE3Bz7/U8mY6SjVzQawvQ0ewoTDgdIh6JoJISZPPt54rEI8rPs40kl42SQYjAYwDbBu1cUhXQRA/gyJwzCehoAYrEoVgnQxBvCJ0t0GxUK8U0PymU6pC4SCWGVsP8F+ALvgsEQtjmOi+f3WBAE7HCAlGQyfZhEf7rqRV2hFEWB3++H3+8/+ltXt9EFHIuLi9jf30e73YZt20c5G+n0yQnYX2e90k/3+9//Pn70ox/hgw8+wLe//e2jv//6r/86vve97+GDDz7oy+uMjIxgaWnpCa9jVo7F85QgCOdGi/DNOktN+PEsg2Aw+EQ6+vE66w15t87DeXzz+BuNBubm5rC8vIxoNIr333+/b/a/LcfBf/zpp8w1Qb+b2VgmYiEsE7qGb2ZXSKII0zJhGAZUVYHX40K11kBxvwRBkCBJHW3CQbmG/YMKmtUmHkysYafQ27nl+pVBTDMaba/bIicNiVgIDx713pl32QbzNQBgMJdgTisEAdgtsBvaUMCD1TVCeBsN4jGxw71P5Dx0AAH7fLKZBOYJRymeiYZtWwDYzZnj0JQiCnABwB7x/gJAoUBrEPYJi1UAZKAswGd56vN6OGhQUSwQegeP283V6FMgBuAL/DMtk2z0eXf8LcsigYVhGKQoHeCjnmmaxvVcpmmCI++OSygeDAa5wNNp0lccL8dx+kZd6uo2PB7P0d/a7TbK5fLRZGN7exu53Ol8L162Xhmw+N73vofPPvsMn3/++RMNPwB8+9vfxgcffIBCofDUYy9a33wewzC4fih56izu7PPUWQBMjuNgeXkZc3NzsCyLdHo6L5/VWT+P48DIcRysrKxgdnYWtm0/M+H+ZevzLyewtd27wVJkiaTS+L021tc3j4CCpmpQFBmiJKPd7jjmlA4q8AZiKJer2D+o4qBURXuvBKAEUQSSsSCWV3vf4K9dHsD9h70bV9syMJ2nbE4jTNDgdplcFKcHLIqTJGJ5hQ2yhgZSmMmzXyfg92J7p/fnIokCZufYz5FOxbBEUMdSiSgmJtmAgMriAIBtgs+vqgoWF9m7xx63i7ShDYUCWCVCCSORIDY32M1iJBwkm+9g0I8NYo1tWySdSpYlrBJrAD6xNTj6uWAwQAKicDhINtSCIHClTPMIwHl3/HmEz8FgkMtmlieXIhQMcVGXahybrW63B/v79GdoGHw089OorwBOPnlbEARYlgXLshCLxdBqtc6tBuOVAIsf/OAH+MEPfoCZmZlnAoe3334bAPDZZ589McnoZ2ma1ldgcdob8Bep09y8ttttbG5uYmZmBqIocmePnKUpDKvO+sSi+zltb29jenoajuNgbGwMwWDwRH5cWUnbuq5hMBdHcb+MQDAISZIhiBKcVhuNZgvVWsfN6OHMNnZKAjaLZQBP71xeGkliYrr3zfvSaAaPJno76miaggXCkWowF8e9hzM9H3e7TExToCEVxX0G8NBUBfNEczw2nGFSvgA6Q8PndWGG0F8M5pLkGkosLwjABtGAezwuzBMUp0wqjkXCejebpgMJY9EgpqbZDTFPdoXH5SKBhcftIoGF30cHvkUjYczk2Z93MkEH8IU4aFCyLJOaCIAvjdpl01a04VCIS6PAw3Bw2RYJLCzLxBYRnAjwOQR5PB6uID4e0KwoCteEweP1YL9EAwue/kpVVcRicXLd66iL5O3+1YkDi0KhgO9///v42Z/9WQwMDDxzzbe//W3k83m88847J3Ycz0reftE6r8DitDbhu7u7mJmZQbVaxcDAAKLRKPcPwFlvyI/XWT6PSqWCdruNBw8eIJvNIplMntiP+NLKFvYOmsjkcmg0OwnN5WoNpYMaiqUKUGkC8h7WNno3V29dyWJ6tvcNfGQgzgQVkiRimzExAYCxoRTuMaYVLpueVuTSbNBgmTpmCF3E8FDqpSlOqUQY8wtscJKIhfDwMbvBPiizm0fT0MhAvIFsipx6xGMhTEyyj0UjBOQAUOFoPikXI57sik5WBHuiIQoCmareOR6aKnTAwfXnaoS9buxQNKh4FIuL7OvcsiysE+cPAEUOipdlWSSw8Pv9ZJgfwKf5CAZDWFxk62t4xd1erxf7HNawBY5jD4VCWFtlA2eAj8YnSRK2t+lrL5XKQBRPp5vmqwYWgiBcTCxetH7wgx+gUCjge9/7Xs81P/nJT076MI4C8vpR5xVYnLaJxcHBAWZmZrC7u/vC4Win7ZxetM4qQGo0GpidncXKSucG9t57771QHsXz1N/9R7+HT+703m1960oW9x7O9Xw8EfXj/uPekwZBoHfnr4xlcP9R72MwDQ2z8+xGfCAbYwIPt8skgcdgNs4EHpIkksLj4YEUOUWwCOcrVZVJ4JHN0MnV2UwSjwmKEyVaFUW6AbcsgwQwHrdF2ginEjGsEELbdDKBhSXC8jadIKcDyWSMzJOIxyJYJ3IZfF4P1gghtaIopKsUwEeD4mnmIuEQ5og8Da/Xy9Wc8+z42y6bBBYd3QRNqeLpFTr6BPq5qN8d4DApnIMuxaPV6GhI6Pc0GAxhY4O+HtKnVF8BXEws+lkn/i7+6q/+KgDg5s2bJ/1SzOonFeq07uy/bHXP63U3sLVaDY8ePcKnn34KXdfx/vvvI5vNvlBuyFltyL9ZZ+08HMfB4uIiPvzwQ5TLZVy/fh0A383sZeqjzyfwp59N9Hzc7TKQn2PfAD1uk5kAfHk0g/ml3s2ZpspYYoTyAcDIYAKlg9678y6XiSmOaQUruVpTFcwRVKvR4TR2GcJxgG5m/F43qa0YyqXIaYQqs7/foiiSIYFej421dXYjlM0kUNhjn3MqGSXP22VbzMeBjh0xVTJx3kDHFIAqleO7ZRHp7QAQCPrJNclEHA0iFC4UCpDTGkmSuGhQz8po+WYFAj5yjdfr5ZrY8LgzhYJBco0oilyZGpZFX0uiKHFRl9xuD7kGAPY5AFYgEEStRm/I8m4WnVbhNnABLPpZJ/ou5vN5FAqF1w4qgI54u16v96U5O88TC+D1UW6azSby+Tw+/PBDtFot3Lp1CyMjIy/lFHReQOBZARbtdhtbW1v45JNPsLy8jMuXL+PGjRtcN86XrUajib/zm7/HXDOYjuCg3PtGOTIQx+Op3k2yJIlkKNv4SBqFvd4UCZdtYmqGoPNkoqhWezdTlqVjhhFkBwAjQymUSr0bJFEAdnfZzUUmFSX1F/FYkAnEBAHYYQi2gU6GRn6ODaSGBlIo7rOpJ7FomPk4wLdjvUt8xqIgYId471RVIXMpDF3HAseaJULroSoKmdnBM6kBgCIBugC+e4TX09tUo1vxWBQ1BjgGOvke1AQF4AMDfh8NPizL4tqlb7bo6UEkEuECRXw2s2ESzAFAkyP40LZtLrqUyfm7zXP8um4gEolwPd/rqFcNLM7C/fxF60TfxT/4gz8AgCNtRT6fx/e//318//vfx/e+9z1897vfPVpz0nVBhaLrdQELx3GwtLSEDz/8ELu7u3jrrbdw5cqVlw4zBM5OQ07VWTiPUqmEO3fu4OHDh0gmk7h16xYCgcATa07yHP7lv/tTLK70phMkYwE8mOjNdRYFoE7cuK+OZ7G+Wej5uG3pyM+xm8CBTBQVRjJyx8WJaLKzceZzKLJEujgND6WxvsnevTV09i64oWuYJTQcA9kkNoi8iFgkSF4bVAMqyxLZXPu8bnJCE40EyHyLeCyMKpFunc0kyKYymYyRk5FkIopGg70mlYqTr5VKxnFwwLbpDQYD2CQoOZqmYoXIgACAAgcNisd5KRqJkPdbyzKxQVC8AD4BeChETyJkWcYGR8CertM7+bw2s5pGb7CJosj1XD4fPZUCgBpHwreqqtjZoV8znc5AEE7vROBiYtG/OlGNxeeffw6gI4TK5/P44IMP8Gu/9mtHjxcKBbz99tv4zne+88TfT6IuXKHoOh7+9yK0o+et405PgiBwOz09T11oLE6+6vU6Zmdnsbq6ing8jsuXLz9Feep+pid1Dls7RfyTf/lT5hqXpWFtvff39sp4BvcfzfV83NBVzBPUoqFcnKmL8HosTE6zaUO5dBT3GLqITlAdG7yMDqeZKdsAyMY4EvJhhtRwJPBwgq15APGZq6qCBUJbEY+FyXTywWwKU1TAXCSIPWJiIXL8/PD8/lcr9EZWmaPR5RGItzi49zw0RJ/XTe7WJ+IxMuyvQ4NigzNRFLHG0Zy3GCGX3QqHQ5ifZ2swTJMPfPBMIqKR8JFujFU8GhNem1me7JFwOIyNdZpahjZ9/UqSxGWlGwgGuUTgp1lfAbwe8fZ5rRN9F7s/LF6vF7/2a7/2FHjwer347d/+bfz6r/86fvSjH53koVy4QnHUq5xYFAoFfP7555icnEQ6ncatW7dOxHr0ggp1cuU4DhYWFvDRRx+hWq3i3XffxcjIyDMbmJP+Ef0H/+T3UWFQhy4NJzCV733zUxUZK2vshmp8OIXifu+Rv99rk6AhkwyjVu89FfG4LUwSeoXhgQTKjKZVFAWsb7CbusFsAovL7KYuGPDCYVxzoihgdZ29UxmLBDBL2LoO5pLM8wEAt5umZFBNuiiKZFaEaejYJmhQpqFjnbB9DQZ8WCbEzcGgHyur7M/A5/OQImnbMslJjSzLXFMGKrcDAJP21i2vl+b5x+MxkkWgqioXDarJQREKh0Pkb6gsy1zuUzIHSPN4PFyZEzy/jbbtIi2CAX6tw84OhyA7FOICdYrMp5s7zfoKoL8Bebx1XsHFiQKL7pfqRz/6Eb773e8+c83Nmzdx8+ZNfP/73z/JQ+k7Feq0NXn9qOMTi5Oqg4MD3L17F3fu3EEgEMD777+PRCJxYjsFp7Ehf5E6TefRnTR9/PHHWF1dxeXLl3H9+nUuHcVJnMO9x/P4j//5q56Py5KIvSKbAnJ5LIWd3d47gj6vjcfT7F3aVCLEBA1et4lHk+znyKYjqNV6P4ehq5gj3JXGRzLMEDoAoBgJbpdFCrJHBtOkDa3PS/PsC8RzWKaBOYJuFY+FsLzCbkAHcklSo5FOxUjaUTQSpIYwCAa87AUA/H56TYhDSB2L0VShdCqOGkGVikbC2N0tMNcYhs5Hg+JyJaIJE/FYhKSKaZrGNflwOABRNEqL9gFgl0MA7uPQcwiCwEVd4hGmA8ABh/1tIBDkooTxghQe+1vTtBAK0fqn11mvcmJxWu7lJ1Wv5F3c2dlhBt91cyx+8IMfnNgx6LqOZrPJhcCpOq8Ti66v8klc9LVaDY8fP8ann34KTdPw/vvvI5fLnTjl6jQ15C9Tp+U8SqUSvvrqKzx+/BjpdBrvvvvuUzqKZ9VJUaEcx8Hf/sHvMtdcHU8zdRFet4lJRiYFAGSSIWbDHwn58GiSTcUI+d1oNnv//njdFiaIicfIYJLpJiUKwM4OnTmRJxr1TCqKBtFgUS5PLtskbWpzmTg2Ntm7p5l0jNS+uF00qOWhC+0V2XQTQRCwxxDmd9YAC4vs91fgzJzY3qZ3qQ9KbNAMAG3Q3zubw+UqHouS91AeNyhBELDBMRngieSORiPkMfGG8PE4dAUCdAI4ADQ4RNShUIiryefpNyzT5JpE8HzOAFAu09eVaZpcIvDMKU3bPl4X4u3+1Ym+i92UbSr4bnBwEMDXmoyTKMPo+Kz3Y2pxXoEF0H/qUNfp6aOPPkKj0cCtW7cwOjr6Uk5Pz1PnZbr0uoFFvV7H48eP8dlnn8G2bdy+ffu5Jk0nBSx+9yefYZJBcerYyxI5Aokgk0YVj/jxgJFrAQDhoJtJEfF5LMwusndVM6kI6oyJh6YppMZjdDhDCrItS2c+rmsq5hfYnOlcOk6Kw9MpWnSsEI2cIAikkNowdMwRdKtgwIeFJSLALx4hKU7pVBy7BfY0KJNOkkLzSCRITk8S8Sg5QQgG/WRwnmkYWCaoUoIAbHCkUfO4EnG5QcVjJHWtY0VLTyLAAZpiMXoS0bnW6OmB2+0i1yiKwqXn4DEoEUW+qYafY4MHAOoclHBd17lAis/P95qnXV8BXIi3+1kn+i76/Z0xbhdgUOs+++yzEzuW7livHzqL8wws+nVu33R6unHjBq5evdoXp6fnqdfdkPerXtd5OI6D+fl5fPjhh6jX67h16xaGh4efO4/iJLik+6UKfvA/sMM1B9NhHJR7f+fjUT8eTrJ31f1em/mdSCVCJMXJ5zHhOL0/P6/HxgRBtRodSmGfYR8LgGkvCwDRsA/TM0TmxECSnEbIChsQSJJIAo9Q0EdazA7kEiStK5uOMQFZ57W85PfHJkL+AEDhcDGSZfq2yvNdNg02AAQAP3FvBYBEgt7Rj8dj2CeAjmWZXKF4BQJ4AZ2MFaoS8RjpdCVJEtY5aFAyx2Q8FApx2aaWCWctoGMzy8OOODjgyMsIhbn6Fp5fWEniy8IIBGmXNqBju8xTp11fAXS+kxfAoj/1SiYWXeBAVT5PuIu8ROl650e6HxOL8yIIfla97A5/u93GxsYGPv74YywtLWFsbAw3b96Ex8MX2tPvOi+f1asGFt3P8aOPPsL6+jquXbuGa9euvTQw7Oc5/Pe/9QfYK/a+MSdjfjyYYDfRbktnXh8DmSgeTbEbftvUmOcVjwYwv0TshCfDqDN291VFxuISu4EaGUxieZXdNAT8HqYgWxIFctc+EvYjP8sGBMODaRSL7EY1HPSR1wN1uXQyMgrMNbIkYYloiA1dwzxBX7Itk6Q4WZaJRWKNoevk1EMUBSwSadyCAGxx5C2wQhS7xWOLymP7GgoGsEOIjAVB4JqO8NBk4/EoCT5EQcAmx+tZHBQh0zS5pgc8lKrOc9HH1WVbUMWTvREKh7kAD2+DvbdH06BcLjf8nJON11mvwxXqQrz9AvXuu+8CAFfS5UmXLMuQZfliYkHUyzTiz3J6CoVCr/XLczGxeP7a39/Hl19+iYmJCWSzWbz77rtcQkRW9ZsKNTO3ht/58SfMNS4CNIwMxDCZZzdv1H1mMBvDJJE54XVbzPP2eW1MEtOKseE0ivvsnVKKduTzujBFCbKH0mTwW9DvIT/HEsH779Ct2O99KOgnKVmZdBybW+zmZiCXxAFDlwIA6XScnHok4lGmRgYAkvEIvSZJC8QT8Sh5PPFYhJwOeDwurK6yQZUoilgl3KkAPgoNjxtULBYhd+pFUeRyZ+KZIIUjEZSJCRzAF5wYCtHOUgBfzxPkSO4GgIMDHkF2AJUKPf3QOCnIxWKBXONyubm0JukzoK8ALqhQ/awTzbHoJm5Tk4jul7AbpHdS1S/LWVEUubimZ7FeZGJxcHCAmZkZ7O7uIp1OI51Ov5IcDJ660FjwV61WQz6fx/r6OlKpFK5du8YVYMVb/TyHv/0bv4sWAzRcGklgcrp34yoKYCZbA8Cl0TQmiGkFhZnTiRApyE4lQrj/qHfmhKJIWF5lN1mD2Thm59lNeDIewoPH7N/ifQIQuGwT0wQ4yabjZC7FQC6BiUl2zkYw6CXtT3kayypHyBdFAwKAvT268eRptHiyK3ioO7VqFaIgQJBESKIESRQhSTJEWYIoiBBFEaFwAIXdPUAQOmsFATj8dwfsCzANHdVaDX6gc0F3v6LHLm5JFuG0HMQSmSMheDcKoY1253vdBkqVFnyBODr/s330fW877cP/DYiyBcMOdv7Ldmez4et/Os8Y9Puwtb0DQVY6r9c+PKzuusP3aG55Bw3n6x397rEJ+Hra5UBDvaUBAiB0CUPf+P99Hjc2d0oQBBOCIKDVctBqNaHr+tF7JQhAudqGovuO/e2b/wCWZaBWrcHjsyGIQud1hMMd6sMX7Lz1KkLhBL4+YBy9Jzh870Sxs9Hn8QbQbjtwnBacloOW04LTaqHVasJxHLhsG7scmohSib4+3W4XF8jyer0oleh1Z4EGBVwAi37WiQKLgYEBDAwM4IsvvmCu61rTsZyjXrYEQYCqqhfibaKeZ2JRq9UwOzuLtbU1xGIxvP/++69MlM1bF1QoulqtFhYXFzE/P49AIID33nuPe/z+OuoP//guvnrQuymVJRF7e5S9bJopyJZEgaTyjA0nyYRs02DTpPw+Fwk8xjjC7iiAY1sGZgg9w1AuQWZOZFJRPCTAiUroLzr0JfZOu6apWFhkC469Hhfm5tnnFA4HsLTE3rFPxMJYPbY7LgoCJEWGLEoQJQmSJCLg86F0cIBgMAhJElFvNCC0AcMyIUCEIArQVBXNZgPpjP2EnLjd7nSN7XZHgF+t1hGNpeA4h02y00ar7XT+t+PAMDRs7JShGl60Wi04joNmy0Gr1eo0vM0WNE3F4loJtVrvyYcoCtguVLBHXMe5TJycDI2PDeDxJPtzH8imMDE1x1xjmgZW1zbIjTlD17FBmBAMD2UxTQQiqqqC/OwiuaHYoXAVnvr78Smhx+3CxsY2eT8ZHs5iJs82e9B1HU6zSTqvDQ3lMDNDbW4IULQiimUBiqJAkWVIkgRZliAdXr+SJELTVDhOC95AohMCKQAdxNb+GrQ4LXg8XtQbTTSadTgM2pTDEbIHXACLN7FOFFgAwHe+8x38+q//Or744oujCcY364c//CEA4Hvf+96JHku/sizOM7Dg2eFvNptYWFjA4uIi/H4/bt269cpF2bx1QYXqXV0dxfT0NFRVxfXr10mjhZepfpxDtVbH3//HP2auuTaext2Hcz0f1zQFK6vs3b2r41ncY0wRRBEol9m/Jbl0lKRJJeNB5rRCliWsrrE53dlUlEziHsjGcJ+R5t0p9mejyBIWiSY9GPBhhtBfDGQTRy5OneZHPtYESZBECZFIALuFInw+H4TD3fdv7g5btoHyQRWdfWrh693sNuC023CcNtwuA4Kko+W04TjO4U70YZPuOGg2WxBkE9WmimazhWazhXbbAfDkNEs3PZief9bn8PV1NDKYIqc5Y8MZTE6zm85LYzmsEFqZ4aE0HhEALx4NYoW4duLREAkqNFUlJ1AAX0J2OhXD5BT7uENBP9fr8Qifs+kECT5kWcIyRzZHJBxEkbAjlmWJS+CejEcxk2cfF0BTCgHA5/MeO/7e07DhoRymZ9gbFACQTolYXOpMCiVJgqaqUDUVqqJAUWQoSuf7elABvIHE4SSmDRyCk1arBafVQKNRg2VZ8Hi85GuehroAFv2rEwcWv/iLv4gf/OAH+OCDD/DBBx889XihUMAXX3yBn/3Znz1xKpSmaaTQi6fOC73mWcXa4XccBysrK5idnYVpmrhx48ZrE2Xz1nn5rPoNLIrFIqamplCpVDA4OIhoNHriWph+nMM/+9F/xsZW791uj8vEDGEvOz6UwN2HvW+wmipjiWjsLo1m8WhijrlGIdyB/D43HhNUq/ERelqhaWyHHVWVMbfQaXYkSYSsyJC7zbzYaea9bgvVWh3JZOyIRtOlcQiCCAiAyzJQLlcRjhyxNtBut+G0O78N7XYbbpcJRTPRarXRcjq7693d9ubh/18st1GqSYdahO4/x45XkbFbqjMDCz0uC41mg0lnC4d8mMovMm2AE/EQHk7MMa/LVCKMKcJJKxELkaAiEvJjith99nhsMphQVRUsErbDAMAwITsqQaA3yHK5BCam2NdgNBIkwYAoCtggjAEAwO/zkvkd8ViYTFEHgBKHg1Mmk0J+lg32BABbhO0x0LEanp1jPxcALs1HMBjgyjoJ+L1cqdwUKAI6WRjHQVar1UK5UnmKvpdMJDCTZ1/LAPBffOsKuea01OsAFudVvH3iwMLr9eI3fuM38N3vfhff/e53n6I7ffe738XNmzefCTr6WYIgXEwsOOpZ59ZNWu5qZcbGxhAMBs/El+JiYvFkVatV5PN5bGxsIJ1O4/r1633VUbDqZa+XlbUd/It/+8fMNQPpMO49muv5uN9rYYKYIlweTePOg967qpIkYnu7wHyOoWwM07OdRkuWJYiiAFmSoGraYUMvIhUPYXOnAFEUO8289OSuvCgIEEQZw8MDAIRjfPTOv1uOA5dtYG+vhEg03mnkWx3aTHf3vdlsIZuN4/6jWTSawrHd+Ccb8uGcipm53s2qZepQFBHFfYYLVzyEialFpuvUpdEMHhNBgmMjadx7yN7VTqfCeMCY9ABAwO/GFtGgWgRVDQB0naZ3WiZtDevzushMjkQsTFKOhnIpPJpgrxnMJUlam8djY32DcHAS6RwRAHC7bKyvs0HDQDaF/By7GdU0FYsc0wrLoifk8WgYaxzgg0d3mUrFuY6r2aS1l8GAD6sc+Rw+rwfb2+z3vuMMxiMUD2BjkwZ10WgY+dk5cp1KbGZ0660bV7nWnYZyHOdM9DRnoV5JR/Gd73wHv/3bv43vfve7+It/8S/iz//5P498Po8PPvgAN2/exG//9m+/isOAqqoXrlBEfbOBLRQKmJ6eRrVaRS6XQywWO1PjwguNRadarRYWFhYwPz+PUCiE27dvH1kwv8p6mXP4u//o3zMtWVPxAB5MdBoXWZagyBIUpcM3lmQJsiQhGfNhc7sISeo084IoQhSEw6ZehCKJaLYFjI0NHglG20c78x16jc9jYXOniGjcOtyNd9BstdA4otK0USi3UW7IaDRbALrXXwvdhn4gE8YffTrFFKDfvDqAzz6b6vm4KApIxvxYWundMERDPtx7NMt0IboylsHDCXazPzQQJ5t9XZWZoEJRJNLBye0yMU04dUVCPhKcpBJh0mkrk45iOk8krqejJLUrlQiT04pw0Eeucdkm8nPsNZIkYnWN3sVmTWm6lYjSICbgc2F7l62HcdkmZgn9DgA0OJrubDqBqek55hrTNDC/QL+eZZsA0b+Hgn4sc1CXeDZfvF43loggQqBDXaImMoIgYH2D/pzjsShWCNcvAPB53Vx2tDwbr7wuYl6vB7lshlx3WuqCCtW/ejVbleiAi+985zv40Y9+hHw+D6/Xi5/85CcnTn86XhcTC7q653ZwcIB8Po+dnR2k02mkUqlXtrPdz3rTJxbtdhvr6+uYmZmBpml46623XmumyIt+Fj/98BEW1veRSMaPmvlGq4VW00Gj2YLTbqMlKCg1RDSaQLvqoNPQf93MXBpO4KcfzzBf58poEo+mejctyVgAj2eWUa/3btTfuTaAL+/1bthkSUSr2WKCikwyxJy8AMD1y1ncuc9uDL0eE5uMJsY0NKyssRuOZCyIB4/ZxzI+QjtoXRrJ4t5D9vufSUZwn6B++X0uEqBomkJeaxLH7qQs0Y0GTwZEwO8hpyfpVJScRAwPZkg3rVQySqaMG4aOWUL4DgC6YQCE/XAo6CeBRSwawiJxTABQKNAuQ6lkFJMENcswdDJPBAB8fi+2COcx0zSwSFgjA0A4FCDdlARBwAYHvSmZjGGJ4/0yOEIUBQHY2qJBhcfj5pqkJJNxrvf2xvUrZ2YC0P2teFXA4jz0JKx65Z3id77znVf9kkfVL7vZ87IL3qvW1tYwNTV1ap2enqfOk8bieWtvbw9TU1Oo1WoYHBxEJBJ57ZkiL1LL67v4P/+3/wr7pd6bAu9czeKL+3M9H/e6TZL28c61HL6837thkUQBmiIyQUU2FWIKx4EOIPiKAQjEQxoUa9c5HPTgMZEYfmUsg0fEzv7wQIKcRBiGyvy9UxUZ29vsXW2v2yIzNGIRPx4Sx5tJRUkAM5hLID/HbnwGcwnMEmtymRhp4ZtKhElNRDDgI7UVpqmT1CVBEEgKHtDJCKEql46T04pkIkru5ouigFXCChkA3C6L3IFPp+JkM92h/tB6gnQyhqlpNviQJD6hdSIexTTxXLzNe4qzKVcVmmrEe/y8U41wkAZGACCJfFbyb924xrXuNFT39+1iYtGfeqPeRU3TLqhQParZbGJ2dha7u7toNpt49913MTo6eqZBBXB+QGB3t58HJFUqFdy/fx9fffUVAoEAbt++/UrE2Tz1vCCv0Wji5//mv2CCikvDcXz5oHdDKghAMuJDgZXSHfXh4SR71/WtK1nMLvZuomRZBJw2ExCkk0FyEnHjSg7zS+xmze+1UGMEqJmGhrUNdqOTitOTiMtjGcwQjlPjI2lsEfaxqUSYzA1xuSzyuyqJ7GtYEPh47g0ifA74OhOBVTxNfCjgIc8rl4mjWmXfm4YG02RTHQ77kSemB7IkYYUDDOgGfW5DAxky2VvXVFJbAfBlkqRTCTJpHeCbfGQzSRxwiKh58kuSyTgKHOt48kk0TeWa7qRScVQ4GBg8Uw0AKHJksCiKzAVS/D4vspk01+uehnodwOI03I9Pqt44YHFBhXqyHMfB8vIyPvroI+zs7MDr9SISicCyrNd9aH2p80SFAtiNebPZxMzMDD7++GOIoojbt28jl8udmrDCF/ks/tZv/j4eTPbe4fN7TKxtFJjPe/NyFo8YYXmSJELXFGajnkuHcYeYRNy4lMUiQ+8giYAsikzgEQl58YiYRFwdT2Nyhr3rOTqYwG6BnV+gqQrzd0zTFKwTWQJ+nwuThGNSMh4iHbQGs3HSeWl0KIW5BXbDNTqcxuIyu2keHUpjaYW9ZmggiQXCeSkS8pL6i2DAi2nCPUfXVMwTmR0AcFCi7VX9XjoVfXAgjSIRCBjwe5CfZX8eAF+wYDwWIjUfPq+bTGIHOhMSqpKJKDY5pgd1jpDbeCyCzU36uTSFBkWGoWNxiRaAJxPxvgXwiqLIRW8KBvxc4u5EPM7lrHnjDE0rgNc3sTiv4OKNAhb9TN4+68Ci6/T0ySefYHFxEaOjo7h58yY0jXZJOUt13qhQzzqXdruN1dVVfPTRRygUCrh58yYuXboETaO536+ynhdY/OGfPMT/8Dsf9nxcFIBoyMOcRGTifjwkGvW3LqeZkwhVkdBsNpjN0UAqTFKgRnJRchLhdZtMgGNbOlOsDQCZVBj3iUnElbEs8vOELe9wmmn5CgCxsB+1GrsJ0jWFKeoWBDBF+UCHHrZPNNaiKGBvj93oigKwv09bkPI0TwpHMxkO+simemAgSdqPDuSSpGjb63VhhgADggAU9tjTJQAIhQLkdzWTimONcIISRQG7HNMDVZHIe6qXE3xwaV4CPi6htWXSQaGGzgcYEvEomkQgHgDUiAkQAJiGgSWO10yl4lzWtj5ff3V3Z8kNCvgaWJzXRv9V1wWweIE668Bib28PX3zxBSYmJpBKpXDr1i2EQqGOxeUZP7dv1nmfWOzu7uKzzz7D7OwshoeHcfPmTbjd7tdxiH2tpbUd/Dd/+18z19y8ksXjmd7NQTcBut7oHdw1lI3g7kP2jvK18TSWV3vv3CuydJSK3KvCARfyDPACANcuZTGVZzcLQ9ko9oq9G2NRBCQBzO+waWpkAFs46MWjKbbeIZeOkhqO0aEUGd53aTRLThAujWaxts7eOb40miUnLGMjWZIiNjKUIo8nEvJiZZXdVPt9blJboSoylpdpakmTAF5Ax16VCqkbyKawSbxHhqFjjsN1iWcSOpBLYY/IT5AkCQdl+r4c9HvJ33LbNrHAceyBgI9cI8sS34QhGSUTtAG+QD+vx81FNYrFI1yBhLw78NuEgB3oULR4ggSDAT/SqSTX656W6jpCXQCL/tQFsHiBOqu74OVyGffu3cNXX30Fv9+P27dvI5FIPPHjc1bPrVedJ40F8DWwqFQquHfvHu7evYtQKIT33nvvtYuzqeIFeY1GE7/wqz9k6iqGsxHceUQAgtEklhiAwNRVlMtVpjvTyEAMXz1gCzevj2ewxEjyFkXA0GQ0m71fx+s2MbfApiwMZaOkPuPaJVqfMZJLoMAAJwAQ8LuYFrUCAV6ADsWsWGRPEFRFJht9VZWxQuzWq4pMpkxLkki6SQkCX3iZItNNdTQcIJu/ocE0OYnJpGJk4nlH/E031Dw75tl0nNw1D/h9mON4PZ7d94FcinzPBUHgmjAkYpHD4MXeJUkiVjjsUsNBP9fx8wCGUNDPlakRCgW5fiOrFZrSrakqljnes0gkjN3dArkuEY9xXT9njQYFXITj9bveKGChquobqbGo1+uYmJjAJ598AlVVj7j3z7KPPS+NeLfO28Si2WxienoaH3/8MWRZxu3bt5HNZk+NjoJVvJ/Ff0voKmxLw36pwpwQXBlJMAXdADA6GMU6I8XbNFQU9w/gMCKMB9I0BerG5QEsrbEb2lQ8iNJB7+ZKlkRUa3Xm++d1W8gTqeOpeIikSY0OJTExzabUXB7LklqGy6NZrG+yz3tshKZbjQ2lUSAoTqPDaRT2iOcZyWCbEJmPDGVIgJJJRkmLXp/XTWorZFnCGof1KM93mwcMJOMRUhQsiiJWOfITQkF6ehCPhbkyIsqM675bA7k0kyLYrXWOZO9sJsUFBnheLxIOYm2dBgxer5dcAwA7HAnaPp+Xa6qRSMS4tBoum09PSQG2bp01GhRwkWHR73qj3knDMPoGLHgdel5ndZ2ePvzwQ9Tr9SOnJxb3/rxNLM7b+Xz22WcoFot4++23MT4+fup0FKzi2aH5gz95gN9i6CoAYDAVxsZ2b96232NiZZ19g746lsRdYuIxNhjHBgN4KLKEZrPJnHhEQ166SR9JHQX79aprl7JkM5tOBnFQ7v37JgiAqrK57LIkokhoEAxdxfIKu/l02QZp1coThueyTczMstdYpo65BfZrqaqMFeKYRVHgcsaRFbrRj0UCZCM2PEiDoXg0RGZEKIqM5RV6B9406N+KocEU9ohjMgwdc4RVLwDYNq1PiMciWOVJx67TTINI2I8iQbsC+IL6PG4Xl/uUx+Mi1wiCgHWOc4zHolyvGeSgcQF80ylBADY4gKRhGHyWtaEgkok41/GdprqYWPS33ihgoWkalyiPqu4FeFp39o87PW1vb+P69eu4evUql9PTxcTi9NXOzg4+++wzAMDg4CDeeustuFz0De00FuuzWFrbwa/8rX/D/O9vXs7g3kTvRl0QgFjYiz2GoNvvtbC0wm7SL48kuShQLO2FIHQC6qoMcbNpaNjYKjBfJxb24gGRjD0ymMCDx+w1V8aymJ1nNwdXxukpw8hgkqnzADr6CxbIAYB0MoIKYbGaTdFrBnNx8rVGB9PYI2hZo8MZrG+w9QeZdIzMv/B6XGS2hSgK2NxivxYAWBbdnPPQqYIBLynsBoASx05+JhVHjbiPumyTiyrFI46ORIJcOhTbsjnWGFxWrrZtkms6lCr6uNLJBPZLtHuWyfFeAMAOhx7Cti0uPUQiHuM6tliMT9Nx4wxOK4CLiUW/6416J/up/recEwABAABJREFUsQBOH7D4ptPTyMgI3n77be4xLHD2aF5UnWWgVC6XcffuXdy7dw/RaBQA4PP5zuxOBwvkNRpN/MLf/CH2D3o3iOm4n2kbC3SsZR9Ps3evY2EPiqXe9Au3yyCb68FMhIMClSPF2KMDcWwTVCC3y2TqHRRZwgFBJ7FMnaQudaxj2c1gJOQjBduxiL8va8JBHxmG5/PSdremoZF2rqIocO0Wyxx2p4lYkBTzjgxlsLPLpmWFQz4ugLLFAVBCQR/t8pSOkc5TgiBgg4NulExEyYmNbVmY5xBae9w0YHC5+J4rFAqQayRJwjZHCF8mTbt5AYDIkd4uy3xhd7FYBDsceohoJMx13+OdePNuyJ6lULzj5TjOmb2vnsZ6o4BFv3IsuhfgaWpYu05Pjx8/RjKZxK1btxAOh5/7y3LeqENncWLRaDQwNTV1pIl5//33kclkzuS5HC/Wtfj//I0f48FUb9CgqR09UI2Vep0I4gFjmgEAN69kSOCRS4Www8iAUBUJ9XqDSYEK+t2YniUcnnIx3CXF2BlMEXShK+MZrBE77UO5GIr77N3oeNRPhp35vDbZMLpdJmmxyhOGF/C70CR2SROxIOoEF34wm2DqV4COW9QmkWqdTdNJ3B63jWkCDAgCuCxYeTIphgbSpG7EtkzMEnkbACBxBNQN5lLksUuSyEVvSiZoobWuaVhYpJ2Z4rEIl5kAT2q3x21xibYdh97B57aFTSa4wu54JlgAUDqgLZUlUcTqGs8kyOICPdFIGPFYlOv4Tlu12+2LiUUf6416Jw3DOHcTi+NOTz6fD++//z6SyeQLf0nO8g7/s+osASXHcbC0tISPPvoIpVIJ77zzDsbGxo7Sz8/DjsqzPos/+OMH+Bf/7iPmf3d5OMF0eNJUGY7TQoPRqCSjPjwmJh7XL6Vx7xF7J/3aeAYra+xGPhJ0o1zp/VujyBKq1Rrz2nTZBuYJi9pIyIvHk+xd/XQyRCZsD+ZieEjQrYYHE5gk9CIjA0lMEVMPnjC8TCpCTiuiYR8eE5a4LtvEDKFRkCQRGxwhaCLH9y8ZDzOnSwAwPJghaVBej5sEKAC4kqPTqSgZBhcO+fvn8pRNkQF8oiBwCa3THKJ0kXOKkkknuahelknToFy2xWVFG49HuLQOrJyXbomiiFUONyu/34d1DkF5MhlHhcNdKhIJc91DzyoNCnj1VKiz0pO8aL1RwELTtL4AC+D1U4aOOz0pioLbt29jYGDgmU5Pz1NnqRHnqe4u/2k/p+3tbXz66adYXFzE+Pg4bty4Adt+kgJwHiYW3zz+pdUd/MrfZusqro+n8NVDQj8wnMAyw3lJkkSoqsyceAR8NtnID2WjuENpLy5l8Xia3aRd5QAnA+kwyZ33e21muJwgALIkMZ2tRFFAg9j1F0UBZULHIAoCyhXKNpQOwwM6InKqfF4X+RucTUVRrbIb07HhDHZ22bvwuXScFIi7XRZXQB3PbnI8GqQzKThC8xRFxhJhVQsAPp+b/G1JxMNY4tA68Oy857K0SBwACnv0ZCeTTmCPYx01/QIAn9fDJYQ3DL4gWZ60dNuyOKcafGF3Ab+XXAPwZ1xUiO90t84qDQq4EG/3u94oYNEvjQXw+oBFq9U6cnqq1Wp49913MTY21jd3oPM2sWAlVp+GOjg4wJ07d/DgwQPE43G89957CAaDz/zROW/Aol5v4v/0N/8FU1cRDbqRn2c3+1dHkyTweOtyGvNL7CYsGmJrL1RVRrVaYzbpPo+FuUV2Y5KKB3CfEFqPDMTJzIoro2lSE3F1PIe5BXYzeHU8hyUi7O3KWA6rhCvV5XHauYonDG9kMIlZIhU8nQxjYprSX7gxSQTUKbKEVSI9GgAg0N+7VCJC0rKGcikyrdq2TC6hNc9vwWAuRe7S27bJlYFhGjQNJxGPcGVE8Ozip5IxbHJMknjK7/dy5WCEgn7yfeXJcAE6UyceK9pYjE8P0c+wO0VRuMTdHu5ziCIaCXMd32msC/F2f+vltrfPWOm63heNBfDqd/Ydx8Hq6ipmZ2eh6zquX7/+XKJs3jpvE4vuj8VpO6dGo4HZ2VmsrKwgFothfHz8iPLUq846sPhm/fX/7t9hZq0E3eWBKAqd5HdBgCB0PjdDk2AZKtpKDbb38O+CAAg4WuuxdZQrdaQziaceFwBAAHxuE6WDCkaGMwA6jUHn38LR//a5DJQOargyPghBANqd//To3wDgtjSUyjX4A77OY0eL2kfr3JaO/YMK2mhDaH+9plKpouW0YBoG3LYBwzAAtOG0D6/NdruzFm047TY0TUUy3qEgOIcTt7bTPvzfDiRRxEGlBo/b/nqN48Bpt+E4DhzHgaGppGDb5TIxu8BuMFy2gTlijWloWCAAFU8YnigIpBAd6OzEUxWPBvBogr2TPTqcwcOJPHNNLhvHPKGtcNkm8hxgoMphm5pORvGIOKZkIoJ5YoIiCOASpKeSUTyeZL+e1+PCLMf5WaZOromEglzOTKqqkGu8HjcWFmnr21DQj90CW4sicNKzEvEolxuUYWjYY78kAJC0MQDQdQ1Ly/RUIxYNcwGBZDKGuTk26AaAUDDIZeF7FrMrjtcFsOhvvVHAot9UKB77tZetdruNra0tzMzMoN1uY2RkBKFQ6MTGaBcTi5OtrhXw7Ows3G433n33XS4bYODsA4vjx/9r//1P8C9//GXPtZIo4OpIDHce924a3LaO0oHODJ9LRr2YW9pipniPD0Rx9+EimgzB8VtXMvjJnz7q+TgA3Lqewx9++JhYM4D/6dMp5pqbV7L4+O4cc82NS2ncJbQg19ORQ72IcATcJFGEKAoQD/8djUUxt7ABRXd1/i6IEETh8P8XIIgCkhE/NrYKMEw3hMPnOQ4CBVFEwGejsHcAXwBHj3cwnnAE5DwuA6WDCoLBEIBDTHa4pgPhANvUUa5U4fZ4gDbQPpwUtNvd/wMYuoJypYaBXKrDTT8EZ47joI022i0Hmq5ir3iAcCgAp90BWk7rEHS1HbRaDkQRWN3Yor9XjAlVtzKpKB4+ZjfnA9kk5gjnIl3XSMoVAJgG3cAPDaQxwxHSx0P9iUZCmCCoSx63zTX58Hpd2NxiA8yOyxMNGCLhIIpFNngURT4xeTqVwAKHs5Su0+wAQRBQ4qBBud02lz4kEY8hPztHrrNsC6A/TjiEuUK3eKxogbNNgwJePbDo/kae13qjgIVhGKjXO+m1L/uhvoqd/b29PUxPT6NcLiOXyyEej5/4xf+6tSP9rtPi4NVut7G9vY3p6WkAwOXLlxEI0NaHx+u8AIt/+m8/xj/453/EXPvulTQ+u9+7cZZlEcmwB4/zvXcOPbYOUQATVERDbmxs7TFBRS4VIkXfl4bj+IpxvAAwlAng83vs5vOtyxl89WCOuebmlSyZsfHWlSzuHHueDn2r/YRb0/VLGXx1n/08V8fS+PQrNhAaHUzgw88mmNdmJhnCw8kFpgtQwO9Co95gZlJoqgyvxyazP0YGEpieZTeT168M4O6DzufRBV2S1P1HgigKGEh3UrYtlx+iKECSRIiiiHq9DlkSoes6TFNH8aCBZDpzNDU7Dqxw+DddUzA4OADg642Or/VfHdDj89jY3tmD47ThOC20Wh1Q1Gq20Go10Wo58Lgt5Oc4piNE/gcADA6kMDk9x1zT0WnQE4ZYLIzJKfb1resaFjiAUzwWxuQU+9oURZFrdz6bSWJ2nn6/eMT5mqZyTQ54QYrH7cY+EUgJgGtDVBAErHEAKNM0uGhQfr+PKzwvkYghHAqS605zXUws+ltvFLDoNxXqpJrVcrmMmZkZ7OzsIJVK4fr16y8tyuat80aFOg0Ti1KphOnpaRSLRQwMDLwwQDzrwAIAfvppHr/y937CXPP+9Qw+vcdu0m+MJvDFg967sbIkIhXz4vFMb+BhGipMVcbCVu8dT5/HRLlSZYbchQNurG0UmPazkYCN1Q02LyIVC2Biht20pBMBPJpiNyzJmB8TBBCKhX2YnmU3FwGfC4vL7MbCNnVsF4rM61KWRLTbDmktGg54SM3I2HAadx+ym9er41nSBSsZDz6xpt1uo9lqPSHw1TQFS6ub2N5h74hfGs3gEeHMdWk0g6/uzzDXuF0mZhe2UCacevyhMAqlbciSBFmRoMgyZFmCIkuQJAmSJCIS8mGvWEI4lvh6SiUIEEQR4iFHUBDaEEQFuVzukI53SKVrdac6TbSaLYSDfiwur0LTNDQa9WdqjGRJ4nIsyqYTNGAQBKxz6F6ymSQXnYf1veyWbVtclKp0Ko6Z/By5TuTIOxEEgUt0rusaFxBIJeNYXKLPIRaLIM9xDn6fD7scmRlnfVoBXLhC9bveKGBx2l2h6vU65ubmsLKygmg0itu3b/dNlM1bF1So/lW9Xsfs7CxWV1eRSCRw+fJlKArNG+5VZx1YPJzdxv/1B3/CFD+/czmFz+6zm4Xb1zL4hKAK3bycwheMCYIgACOZEO5P9L4Ry5KISNCNiXzvm7qqSPDYOvILvXcKdU2BLIuo1noLVnVNAdBmAhhdU9B2HNQYAmFVkSCJIvN5JEmEaajMEEBB6ACmyRl2ozKQjZD2vFfHM7jzgA0Grl2iwcBAJor7j9lNqcdtYZ7QeghCR7RNZW2MDaVwjwAxQ7kEGfRn6CrW1mkRcioZwUPi/HKZ2JENbxcIVfGk61VHI9TGCiHIvzyWw90HE8w1sixhr9TAzu7XlJiOw5oCVVGgKDIURUY8FkShUETE9h1NdTr0u0NN06F+qA0JyWQCrZaDVquFZrOJZqOBeqOBeq0Gp93mnjC0OATgXq+bzxY2GsbUNPu9B8DlymSaBhY5sjdSqQQWOcBMLBrGHMf7wbv5yDPJAjqMCZ66eU6AxXmmJr3qeqOART9dofrZgLdaLSwsLGBhYQE+n++5ePf9rvM4sXjVYKmbRzE3NwePx9O3z/MsA4upuQ386j/6EPVG713rS4MRPJhaYZ7jzUtJcprx3rUMPidoSbeuZvH5vTnmmkvDUdxjAA8AuDaawpcEdenScBx3CNeq8SHeNezXujKWJulNNy5l8eV9ipKVI211r4xlSFCRS0dId6uA30U6V8myhGrt2bvlxysZC5KN/tXxHO49Yp9bIhbEw4k55hpJFLhyJIYHkrj/iP1+pxJhPCZeTxSAFjH1AYBLozk8nGCfn6rKWF2jpwJjwxk8+IZ2pNVyUKnUUDnMaVGUjltagdBgjI1kcffBJHONIsvYr7Qga65j4OXrSYx0qPFRZAnNZhOpVBotp4VWs4lGo4Fmo4FarY7aoUg+HA5ij0N8zOOkFAr6sbpGT2XisShmZmiQIksSuQYA9ks0VUoUBSws0tQrt9uFVQ7heTAYwNY2neieSiUQCPjJdae9LqhQ/a03DlicJirUq3J6ep46bxML4NU15F2h/fT0NERRxJUrV+D39+9H96wCi9XNPfyvf/GfoVTpvYueifuwurHHDLgbzYXxkAAeV0fi+PIhe+Lx1qUUCSrGB8MkqHj3Wg5f3GM3EO9cy+FLotF/+yq95q3LWdx5SOkhUiSoGB2Mk8+TjgfwcJK9Q+r32lggHKdUVUa9Xid/TyJBDyaI3I8rY1ncecCmEo0Pp0hQ4fPamJmj3ZQ0VSYnGgPZKEkni0X8eEwcE9DRDFEhaeOjWTwiwIeuqVghsi0AYHQojQcE2DFNHfOLNAVnZChNCtclUcQWoYsBgEw6ihmOlPCx4QwmGOGIgiDA7bKwtFqAYfkOQUqHMtalhgEdJzZdl1HaP0AwEECtVkOtVntmoKDP58H2Dt1sl3hdnjgmKdFomCvsLpNOck01AgEf9vdpoOX1erDNASzOw7QCuBBv97veOGDRbDbRarX6EiT3og34cSHvq3B6ep46bxML4NU05KVSCVNTUyiVShgYGEAsFuv7D9VZBBbFUhX/m1/8Z1hh6AuCPgvNRpOZZxEPe7C5XWROPLJxPxaWt5i72gPJACam2Tf04WwEM4vs5iwessnpwXA2gvuP2SAnlwrhwQS7IUjGApggtAehgBsLS+wdaLdtYGd3n/n+KLIEURDI9OhIyEuGAF4eTeEOMRm5fimL+wQFKp0IkRQoQ1exuV1grgGAWNiPR0Si9+WxHElJ8rgMLBC5KABgWwbWN9gN2qXRLB5NzjHX6JpKUpsAYGgwSQKGTpAf3bwPZOM0+DB0zBNWxAAwOpLBI+I9BTr0UarCIR+Z3N5ut5GIh0nbXgAYzCWRn3tyE0EURZiGBssyoakKDF1DueogkcwealQ6Yvtmq4lmvY5qrYZqtYKA34d1DsFzMh7DzCwNOG3bwjqPyxOHcxkAbG5yZLYA2OGY4ADAjXMELF6VjvVNqDfqndT1jkVftVp9KtX4eetFgcXe3h5mZmZwcHDwypyenqfO48TiJMFSvV5HPp/H2toakskkrly58lI6CladNWBRqzfxv/2//BYmGO48pq7A7zaQX+x9w3PbOmRRQKHYm3bidZtoNJs4qPRuTLwuHYXCPhOcBHw2doslNBhr/F4L9UYbrVbvz8LtMlAslZkTGNvSUas1mEnUmipDEtnaC1EQ4HObmJ5jUxwyyRAeTLCb6mvjHFSqKzRNajgXw11iTcDnwixBgRLFjqsSNT0YGUzgHjGJGRtOkaDCbZtYWKSpIh63ieIKWzcxNpzGJBHip6kKme0BdEIDKTqVz+ciG26gEy5IASef10UeO9DJ+KCmFYoiY5UDFA0PpriCAX0eNzYZ+qDua/LY6CbjYeTnngZZjuOgdFBB6TBTZXwkR4IsAIhEbQhyDaahQdNUqIoMSRYhCgLabQeO0+oI4NuAqqioN3r/XnVcnuhzsEyTy6nK7/dhd5cGDAG/Dzscou1sJgW/z0uuOwvVbrdfWR/2tRPc+a03EljUarVXDizK5TLy+Ty2t7eRSqVw7dq1U4mQz+vEot9gyXEcLC4uYm5uDn6/H7du3YJpmn19jW/WWQIW7XYb//X//V/h4ztzPddIooCRbAj3J3vfFHlsZRVZQizowtRc75uwLApwmwpWNnrTABRZgt9rYpr1PJKIiN+FydnexyOKgM9WsLTOdnwZSIVwn5hWXB5JcljL5mjNBAcYGBtMPGFR+6yKhn2YIATduq5iv1Qmr9VIiKZAXbs0QFKgcpko7hM6Dl1TsbVNi1HTyTCprRgZTGIqzz5uVZWxzRFONzqcxr2H7PML+t1cTX4sHCAnH5Gwn0khOnquCP1cHreFmTwNBEYGaaqUIIB0wwKAcMiPKSJNHQCGBtN4zDGt0A3aHEUURaxzJIC7XRamphfQaDbB2vCPx0KYyneOTVUU2LYJ09ShHwIRURIhAtB1Bfv7+1AUDZVKuac+NBYLczlV+f1eLmAhSXwN9nmZVgAXGot+1+nrbE+wjk8sXrZ4gcVpcHp6nuo24f3I+jgt1c+GvN1uY3NzE9PT05BlGdeuXYPP5+vLc1N1loDF/+3v/wf8+//8gLmGyqoAaFtZALg+lsBXhK7i0mAED6fZO9HXxpP44v4cc83Nyxl8Tugq3r46gC+IvIrxwTAJKm5czpCggkczkYj6yQbeZRvY2WXbxoqCANNku0kBwNhgHHeJY+JxgYpH/HhI6BNkSUS91iC/FyNDSdLhaTAXJ0GFokgoFGkO/dhwGveJ1wsGvXjM0eSHgl7s7LJBaioR5nour9vC5iabmhUNBzDBAWSS8TApEtc1FYtL9ARoeDCNaSLMDwB8Hhd5/LIsYXWV1iVEo0HkOShhw4NpTE7NkesSiQgeE+8HANjW1xtQ9UYDO7t72Nl9GvTmMgnMHQsJVBUFLpd1BEIURYYkCoCoIBqNo16voVIpo1J59mSXxzpWEASm69zxih6GE9q2feab8gtg0d96o4CFLMuQZbkvzlDUzn6r1cLi4iLm5+dfu9PT81T3y3UBLJ6u/f19TE1NoVwuH+koXuV7dFaAxQc//GP8f/71R8w1PFkVPLayt69n8RkhxH73ShpfEuDk5pU0CSrevpwlQcW1sRQpxM4mg5ieIzQcER+m8mx6g9tlkpoJWRKhKBKTSgUAOQ6a1PUrOXxFTEZGBxMkqAj4aBcoQQA0XSW1HlfGs0chd70qkwzjAUH9kSQR1Qp9XxgfyZAAJRT0HlnCsirgc2Gb0IUct5dllaLI5G9DLhPjokq5XCa5Qx8MeLnAx9AArfnohFjSzkcRzmnF8GAajyfpBt/tssi8DAFAoUBnTRiGhvl5mo4U8Hu46F6xaOgJUAF0QMj2TgHHNdWJeBgrK0+CKFmW4XZZsCwDhq5BUSQYmoJqvYZwWEWlUsHBQemZG6OxaITL+SoaCWN/v4hPPllCq9WCy+WC2+2Gx+OB2+2Gy+U6U436hXi7v/VGAQugf5azvSYWjuNgbW0N+Xweuq6/0h3tftRxYHFe6mXpXbVaDfl8Huvr66+VxnYWgMX/+J8f4Hf+80OMDMbQarXQaLbQbDqoN5qolKtoNh1cG42TWRU8trJvjSdJW9mrI3HcecS+kY/kIrj7mL0mlwrhEUEBioW9mF/eZH5GHpeJcqWGFgMMSJKAZqOKSpXFvwZSMT8ZlneNI137+qUM7hO2sZlkCPcfs9fYpv7MnddvFi8FigrCi8cCeDTBPiZBENAGLW69MpYlAUOYEzD4vTRgGMolMDnNvuZ47WVHhtJkwy0I4JqwZ9MxTHPQm4IBD0n1sizjKVH0s2pkOIPJaY5pi8eFDWJaIUki1jdoPUco6MM0D6VqgG+Skksn8WiSpl6FQn6u74jLNsHR38M09Kf+1mw2n5qCjAxln0hYFwQBLtuEy7ZgmBo0VYEoCrBMHaFWG5VKGQcHBz1/y37mz7yHW7duod1uo1wuo1gsolgsYnV1FRMTE0+Aje4/LpcLEqfF7quui4lFf+uNAhaCIEBV1b5RoZrHAnq6Tk8zMzNwHOdUOT09T3WP13GcU/sj8Lz1ohqL41OnQCCA9957D4ZhnMAR8tVpBxb/8id38b/71X/DTLq9OhDEHz9ahSjI0DQZuipDVSRoigxZFqHKEmIBG3ulCkbHUhAF4fCfwyc4PH1VFuC0HIwMxuC0OqFx5UoVzWYT7baIZstBwGtiYXmb2VSG/S5s7hSZ4mCPy0CtWkONseuvqTIMXcbGVu/fFkEAklEfHhGp2NfH0/iK0DpcGU3iwQSVUk1rJiJBD/KE6FtRJLQcOjl7MEtnVvBQoMJBLyaInXVRAHRVYYrjO6+XIwFKKOjBBNHkA4DXa5POUyODSXIqIIoCDnrQVY7X+AjtFiWJIldOw+gQX/PO8/sSj4X4hN3pGD2tEAUUCvTxR8IBrmnFyFCGa1oR8HuwtU3rDXh0H7IsYZkjddy2Tcw+Qyj+zfJ6XMjPcYjYvW4uKpfbZT81JWm32yjuH6C4//WkSNc1CMLXAXqSKMLjccG2TRiGBkWWIKCNVquJ69evAOjckyzLgmVZiMViR89dqVRQLBaxt7eH9fV1TE1NodlswrbtI6Dh8XhODdi4ABb9rTcKWAD9y7I43qwWi0VMT0+fWqen56nzOLF43oa83W5jY2MD09PTUFX1VOSLAKcbWPzz3/8K/9Wv/VtmE38568fUwg6ah018td7EN/furgxE8CdfzaHCaOIHE36UShUU9ns3Z2G/jULZweZ+A5qmQVdlaIoMRRGhyDJURYRtaNBUCc1mC4nEYVIwusnFANptoN2Gy9Sxu1eCy22h2Wih0Wqh2Wh10oLrTdRqDVwZSeArIuBuNBsiQcU1DlARD3vwmLDM9bpNbG4WmNeLJAhw2wYpar4ymsFXBN3o0kiKBBV+r01SoICO4xLVwPOE3AX9bkwSNr0AEPC6sE28B6McDk+yLKHIob+4PJYjHZ46eRT0zvv4aPapALtvliSJXLvkvDoHy9TJ3yGP28I0B+1qdDiDCQ79gtdtY4Nwz+IVWft9bq7zTCejXPqQoYE01zmkElE85phqxKJBPJ7kA1s8NC1e291sJoGJY8fXcpxn6j/efusyPG53z+cRBAGmacI0TUSjUQCde2q1WsXe3h6KxSI2NzcxMzODRqMBy7KeAhuvmhFwASz6W28csNA0jcsrmypRFFGv13H//n1sbW2daqen56njE4vzUs9DhSoWi5iamkKlUsHg4CCi0eipmTqdVmDx//0PX+L/8P/4HSaoeHssjocza0eg4ll1KRfGwuoOE1Sko15UyjUmqPC5TZiqgsW1zo5kuVJH+Rs2tKoiYSQbwpcMmpQA4J0rafzBRxM91wAdncdH9xagqRo0rQNgVFWGIktQFAmyJMFlyijslXBpPAdROAZgDj9Px3EgiSLaTgsD2RgajRaazSbqjc4/tVod9XoLpqFAEETSftXn1jG/zKaN3ODQTAwP0OJwt21yWaZGwz5yMnDtEg0YAj43pmdpik3A78Y2IXoeH06TWgFeh6dLoxlSsG3bJmY5uPg89rKWqWOOI0NifCTL4cokYL9Eg6IMJ1UqGactbUVRwBZH9gj3tGI4gwmOaUUkHMAuR0POcw8UBL5zUBUZS8s0SNF1DfML9PXBu05RZCws0deIIABbW3QgHgD8hW//Wa51Tz6/AMMwYBjGU2CjS6Pa3t5GPp9HvV6HZVlHeo3uPyfZW10Ai/7W2e6Cn7MEQejLxKJer2N7ext7e3uIxWJ4//33T7XT0/NUV1R0noAFz/lUq1XMzMxgc3MT6XQa169fP3Ug8TQCi3/yu5/j//j/+nfM43p7NI5H+XU0mr0/g9FMCMvrBWYORSLkQrvZxPZeb6Gny9QQ8piYYeRiyKKAK0NR3CWStW9dy+LTu0Sy9pU0Pr8/3+EaV+soP0MXkUsGMTO/jlq9CeDZDbjbNuCxdCyv96ZnSKKI0VQc80ubcHm8UBUJiiIfghcRstSZutiGiuL+AbLpCFqHgaCiJEIUxMPvtwjLVLG1u49QwINao4l6rY5qrYkjrhkAy9RQKJbIay6TDOIBoXXgoUD5fC4yFRvohAFOzrAbw0ujGTKF29BVbG7RdJix4TSpvwj43FzC6GwqQgrJg343lzB6IBPHfQIwmKaOBY707E6qN92U82yx+H189rhjI1ku2pKHa1ohcDXGXo+LyyLX73VheYV2lhoepPUtADAwkOICPblMgmuqkU0/OV3o+brZFCam6NcdyKWQ5xCVJxNRXBobItfx1HGwEYlEjv7eBRt7e3vY3t7G7OwsarXaE5ON7j/9yoxyHOfUbCCehzpdndMrKFVVX1i8fZxzr+s6PB4PxsfH+3yEr7/OW5YFqyFvtVqYn5/HwsICQqEQbt++fWRLfNrqtAGLf/Q/for/+m/9e+Yx3RyL43F+nRlKN5wKYmOriFK59/cy4rehiAJWN3tTBHRNRirixcRsb76zIABvH4IBVr13PYtP77BvyFeG47g/ucw8/6DXwk6heAgqnl2KLCEe8jCzMQDg7atZfE7Y2F4aTuDeozxT52KbChRJQPHgaRCkqSp0TYGuK8gmAtjeLSGVdnWAiyxCEg8pY53cOpi6inKlirGRLBzHQeMQyDTqTTQaDVTrTeiajPlFmoMeCXrJicZlDsBgmTpW1+kJyvAAPRWIhH3k6wFAOOTFxBQb7CTjITwi7GwBPnvZcMjHZS87yJGeraoyVjloV0MDSa7E7kjIj13i+CVJxAYHbSkaDnCJrEeG+ChV8ViIixYkSXxNZjdAj1WCIGCLA8CKooi1dTq1WxQFbHAI1AFgt0BT4AA+kwAA+PP/5c9wrXuZ0nUduq4jHA4f/a1Wqx2Bjd3dXczPz6NarcI0zSfcqF4UbLzKgLxunWcg88YBixeZWLTbbayuriKfz0PTNFy7dg2VSgXr6xy2DWewzuPE4pvNX7vdxvr6OmZmZqBpGt566y14PJ7XdIR8dZqAxW/820/w8//d77FBxWgcE/l11BigYjDhx06hhOJB7++k323CUASsbvZuVhRZxGg6hPtT7N3Z969nSQvbty+n8BmxZiAVxOLKFlPQbGid1OydZzTwx+vKSAJ3iByOt69mSFCRjPmxuLzNBBWyLCIZC2CqB4ip1Ruo1RtIx+P49A779VIxP7Z395nuVZIoYGQghpnNNei6Dk1VoGnKod6lQxeTZRE+t42DcgXjo4NHFLFOUnEbrVbrUJTfRrlSg8tloVat9UwsH8jGcJ+gU6XiITKzAujQvDaI3I6hgQS3JazDYQnL81w+j01OWwKcwXojg2lSpyEIQIVDyBwJ+fimFcMZPOKxhHVbWOeYVvBQ1Vy2yW31urZGN/i5bBJz8zQlb2gwjekZGgQODaQwxbFuMJfiAlu5TBKz8zQQjEaCmF+kJ4W2ZeJnbt8k151EaZqGUCiEUCh09Lcu2CgWiygUCkdgwzCMp8CGqqrM57+gQvW33khgwTuxOO701Gq1MDw8jHA43AmRqdXOVfN9vM7bxOKb57O3t4fJyUnU63UMDg4iEomcid2D0wIsPvjXH+EX/s5/YK55azSGiVk2qMjFfCjus0XYHkuDW2NPKiRBwLWhGL56zL7J/5kbOXxCUJuujsRxf4I9hYgG3TgoV5m0LUkE4mE3ZpfY9Ixb17IkiBkdjJJhem7bQNtxUCqzm78bl9L4ksjrGEgF8HCK3WhYpgbHcZigAngyFfygXMPBM6ZSyVgAU/lVMmvj8mgKDya/fh8kUYKuqzD0LlhREA17UTooY3gwB1Hq0DrFLlBxHLQcB61WC27bRLPVQq3eQLVWR61af+ozHx/N4DExrZAkERXiPQc6+RfUhIHXXjaXiWGSg3YVCfrIyYFtGVyaj9GhDCY4XKV8XjcJxBRZwiqRHwEA0UiASwA+PJThCrBLJaNc0wqXZYJWQ/DrEA8OylzreLI8AKDCkbcCAG3w3Ss8HpvLove/+Na70DR2g/4q61lgo16vH4GNvb09LC4uolKpHDFMjovEj4ONC2DR33rjgIWmaVzA4rjTUzabRSKReOLCO2/N9/E6jxMLx3FQqVQwMzOD7e1tpNNppNPpU2F19zz1uq+5v//bH+IX/96PmWveGolhcnaDCSrSUS/KlRp2ir1vuqYmw2/JWNnqfcMVALx9KYnPH7AbkNvXsySoGM6EkF/YYFqYelw6DE3C4mrvhk0QgKujSdx9zN4tvHk5TYKKeNiLjc0CczIiicKhjS27QXznWo4M74uFvdguHIB1mQloI+wzMUeIw6+OpsjkcF1TgHabBBU3rw4cAZRutRynA/AOG3u3bWK/VMbOLttR562rA/jwi+kn/iYIAnRNhaFr0HUFHreJSr2NXC59SP8S0f35b7fbKBaLEEUR0XAAyysb8LhtVKu1Z6YWq6qMDQ7+//hojtQ5CALQbNHgI5UIc+k0MukYKeyWRBHbHK5S8SifDe3IcIarwXfbFtYJSpsgCCR4AgDLNDDLMV0IBXxcjlHJZJRLu5LNxLlE1rzrUskYljjE2OFQgGuaYlt8FriiKOLP/89Pngb1sqWqKoLBIILB4NHfGo3GE2BjeXkZ5XIZuq4fAY1ms/lEfMBJ1uu+h7+KeiOBBYsKVS6Xkc/nSaenXgF556HO47ltbW1hZmYG4XAYt2/fPpNi+9c9sfi7P/wT/PV/8B+Za26MxDA1v8kEFcmwB416A1uF3oBBkwWkQxZmV9gNza0raTJs753LKXzxgL3bmop6sb1bQqXKzqpIhD2YZGg4AODdazl8RoCYscEoHhDicZetQ5aBYonN474+nsaXxPmND8VxlwjB0zUFqiJhfZO9A3/9UgZ3CGvdSNBDhgUCwOgAfVwD6QjuEeF8ggCk4n48JgIDBzLRZ9rittttVKr1owmMz2PhIZFEHg64sbA88wSYkCQRlqHDMFRomgpNlREJeXBwUEEwGEJ3MNo+nJw0Wy3U6w04rSZX8z42nMVjjt15lSOJu0OVoqcQoyMZLmE3jw2tpipYWuFJdg5yuU8ND6UxxXEOmXSMC8zw5lvoBLWmWwKX3J2fb68qfC1bZ3JEa1hSST4L3Js3LiEYPDtBv8dLURQEAgEEAoGjvx0HG8ViEY7j4NNPP4WmaU9MNdxuNzRNOxOMhtNUbxyw6EWFqtfrmJubw8rKCiKRCCniPY/Nd7fOyzSmq43Z2dmBqqq4efMm3Az/7dNer/Nz+dv//I/x33zwE+aaGyMxTM9vosoQKoe9BtpOCxs7va0tFUnAWCaEx7NsV5bbV9P49B67+bs2EseDqRWmFW7IZ6PVbKHAmJ5IooDLQ1FyCvHu1QwJKpJRH1bXC8zJiCSJSMd8eDzD3sV8+2oWX9ybY66JhNxY29wlLWpHB2K495j9fl4aSpBrZElE22kcTRJ61VtXcmQquG3pOKhUyXC+ty7ncIeYjpiGhoNyhXwfrl3O4h5hsSsKAhRFempC0Wo5KJbKKJY619JAJoqPP58g7xXXL+dw9+EsRFGAaegwDQ26rkJTO2BPlju2xaIkYHgoB8dpodlsoV6vo1qroVKpHQWbDQ8mMZOnd6HDIT8pEtdUBSurtN4glYxyAoEUOSEBOtOndYIuJQjA3h6d96DrGuY5pgtej5vrHCKhAPIcu/zxWAhzC/TUIBoJck0XAn4f13TBskyugD1RFLGyRjtfAcBf+C+f32L2NNdxsNHtE37mZ37mCcCxvr6OUqkEVVWfsr7Vdf2lwEbXffO81hsPLI47PXm9XrzzzjuwbZt8nvNGFzpe5+Hcdnd3MT09jUajAZfLBZ/Pd6ZBBfD6Jhb/4Ecf4u/8iz+GKkuo92jwbgxHMb3ABhVBjwFJANa2ejcDsijgxkgMdyfYDfXtqxl8eo+9UzmWi2B2cZPZwLssDbapYn6Zvbv3ztUMPica+E5IHvuG7nWbaDsO9ktE030phS+JoLyxwRgp+jZ0BYamYGub3UC+c20AXxDi8EjQg+U1dpI50An5u/NwjrkmHvHiAQFQACCbCuEBoS/JpsLkdAEABrNR3CcmH9GQD1MzdJM3kA5iZp7dcGuqjGqV1uINDySOpiiO00bpoPJMt6Frl3L4ggFaJUmEx23hoNpGKByBpqlQZAmSJB7pTBzHQbPRgKLKWN/cgarKqDO+s8ODaTx4PMM8fgBQJJqfrmsqFhZp9UKMd1oxmOESOw9kE1zTilg0iMcTNK3K63NxUdtsyyTXAB07XR6NQyjgxc4OPU1JJaN4zHG+gwMpLlF5KhnD+Nggue6sVveeqqoqXC4X/H7/0WPNZhP7+/tHwX7HwcY3rW8NwzjXYOF56o0FFs1mE3/0R38EVVWhqiquXbsGn49/1HcxsTidValUMD09jZ2dHWQyGaRSKUxOTr7uw+pLvWpg0W638ct/7z/g//3DPzn6m6bIsE0VlqHC0BRoqoxYyINSuY7rI/HOD2sbaDltNFstNJot1OpNtNGG0GpiYa033UMSgXfGE/jyEXtX7taVNAkqsokANrb3mGF7qiIhGfFiIs9udm7foKlNA6kg5pY2mY5MqiIh4ndhao6iUmXxBbGTH494sbLOnkIIAjCSo4Xf48MJUguhqTJMQ8HGVoG57uaVLAkqDF1BtVpnAj6go4WgAvwMXUWj3iCf69qlLJkMLooCDEPB+hZbkJ5LRzG7QNN5Lo2kcZfIvzB0lSsrZCgXx33i+FstB6lECHeJlHRBALKp6JFOSFVk2JYB09Shawo0VYEsi1BkCa02MDiQQaPRRK1WQ6VaxUGp/MR1nsvEuQTgQ4NJrmmFyzaxxjGt2N+nA/14g+lsy+TKcfB53VzTIL/PzeVA5fW4uNZ1NCL060qSiBWO/A0AKHO4fAHAX3gFFrOvs7p93LPE27Isw+fzPdEbtlqtJ8DGzMwMSqUSZFl+ikb1poKNNw5YKIqC1dVV3Lx5E4Ig4Mc//vELpSufZ2BxFicWzWYTc3NzWFpaOqKydXUUr1ub0M96VefRaLbwv/+b/wr/8id3nvh7rdFEba+J7b0O1eO9qxn8p09nmOF3ibAbgiBgaaMDKnRVhqkrUCTAUGW4bROmocJj6ajUGnjravbQxad9SPdool7vZCKkIl7cIYBHPOxGtVpDkTEVEAUBlwb7Q22KBN0olipPpXsfLwHA5eE47hATjWtjSXxFNOa2pUEUBHLq8c61HL64R4u1l1fpKcT4UIIEDLl0GI8IjQMADGZieEBMGCJBm2ykgUP6FqHRiIS8mJ6lG9/rl7MkkNE1pTOFIL6HI4MJMkEc6E4rCFCnKdjfL5Pf/VQiRIYQAsDVSwNPBP7VG03sFPaxU3hyknh5NNvTktc0dbgsA6apQVYM5AZykMTOPbTttDpApF5DuVzBwUEZuqZhjkOcHI+GuKYVQwNpLpH14GCaa/c+zekYFY0EUdijP9cwZ7p3LBri0jikUzGu8xjIpTE1PUeuSyaiWF7hAFy2iT/zmixmX1WxgMWzSpIkeL1eeL3eo791wUaXRpXP57G/vw9Jkp6yvtV1/dw7UL1RwOKzzz7D7/7u72JnZwd/5a/8FfzVv/pXYRjGCz3XeQYWZ2li0W63sbKygnw+D8uy8Pbbb8Plcj2x5iydD6teFeArlWv4X/7138JPP51mrvuZGzn86d1F5ns7kPCjVKlhY/droXa13nyCMqVsH+D6cBy//zH79d67ksL/9GAZzVYblqHBZWqwdAW6psBQZSiyCNtQoAhAo9FCMhFEq9lCs+WgXm+iVm+gUqmhXKnj6kgMnxFTj6ujCdx7zG5yXJYGXZWZLlEAn6A7lwwiv7DObPJFQUAmHsTDKTZd59pYirSVNXQFiiyhxMgQAYAblzO4Q9CyXJaOKiNbols3rw7gS4JyZRoanLaAJqGFuM4xhZAkEaahkZOWwWwU9wjgBACjg0ncJfQXlqmhUCiSvzm84GNsKEVOIUSxIxOm9CN+nwvTeY7shVyCmfNRLldRLldx9VIOX91nU6UEQcDQUBJrGzuIRP3QVAWKInXyShwHzWYTtXodlUoFtmWQ75sgAAdl2sJVliWscuRR6Dof6LEtg0tbYVkGlxZC1zXMc2gwJEnEyirfFKLEaVlr6Hzi8//Zt96DqvYn3fq01vMCi2fVs8CG4zhPgI3Z2dkjsHFWDWR4640AFvl8Hr/8y7+M3/md38Fbb72F9957D7/0S7/0Us95XprVZ9VZmVjs7OxgenoazWYTY2NjCAaDz5w8nZXzoepVTF42d0v4zs//E3xJaBx+5sYA/uQO4USUC2Flax97jJ11Q5Mxmgnjs0dEBsW1ND5+sHjUdB9U6k/lSMSDLhiygKV1trvOn72RxR/fW4BtmrBNFYamQtdkaIoEWeqkS1t6hx+fjHvRarYgyQpaThu1agMHlRoOynXIsoBU1IfHBJXq7Sv01CPgtVCuVulciMsZfEEAhkwigPzCOnmtDGdpmtRgJkJqHAQByCSD5LRiMBMlpwsAMJiN4D6hv/C5dTKlGwCujWfxFdGUm4aG0kGFSWMDgPEhGlQAwFAuRk5bTFMjhdMAMJCJkUJyALg6niNpVwAQ5kg3VxQJpRLduHvdFvLztCg6FvHj7sM8CXpymRi+erAIyzLhsg1Ypg5VVaDInYbPcVodzZzN17gPD6bxmCOEbyDDp8FIp+Kc6/imC7lMnOv4BjmnEOlUHAscQXdej4vbYvbbf+7PkOvOenV7g35TlkRRhMfjeSJ413EcFItFmCaf/uas1rkGFnt7e/iVX/kV/MN/+A/xl//yX8bk5CT+8T/+x7hz5w79HxPVBRbnMVjltE9jyuUypqensbu7i1wuh2QyyfwMLoAFX+WXt/G/+Gv/GLOMfAJRFHH7aoYEFddHYpha3EKZYd/qtjSkIj58NcluTv7sjSz+9O4889yTITcUoU2DiutZfHRnDgBQ6BHON5wJYn1jDweMY1dkETeHklhaKyAcDcLQFKhKZ2oiSSJEAG10gFOlXMNQLno4MWmgXKmiXGkcrujoF/xeE/kF9q7kzStZElR4XAYazSYJUN65miN1HD6Pib1iiXRkunklR2o0XLaB4n6ZdnfieC5FluBx2yjus3n4uXSYEwg824L2eLltE+ubBfK5Lo2muShcQ9k4Oa1QFRnlSpX8zkcjPjziSOu+NJrBIyLwDwAujWRx9wEt2I7HglzPp+sqCSoEQUCj3oDTbmO/VMZ+D2AjSyKCQS+2CjXomgq324Jt6dAPheqC0AEgzUYDlWodqiIzp2iKInPZ36qqwpVboSgylpZoipEoiqSOpFs8WhKgM6HhqQ79inbTevutywj4vVzPeZbrVfZwoijC7Xafufys561TBSzefvtt/OEf/uET46SXKUEQsL6+jk8++QRXr14FQOdY8Fb3QjyPU4vTOo1pNBqYm5vD8vIyotEo3n///SfSM3vVedFYnOR5fDmxjO/8/D/B5m7vUbqqSLg+ksSf3mU3Me9eSuLO9CrqjCwLn8tAyGfjQZ59U//WW1n88VdzzDWZqBdoNrHCcJsSBODPXMviIyKQLhf3Ym29gHKtdzMiCQJujCbJ/IzxgQjure48U0AuiSIsU4Xb1pGJelE8qGJkKN0BJqLQEWW0cZR1YKgyNnf24fVYKB1U0HyGpkUSBSQiXkzk2Q3Q5eEEqeMQRQEhvwtTs+wmaWwojrtEIy0ASEb9eDzNnkplkiE8nOSZQqRJm1rTULG1s0dqIa6MpUlQAQCpeBAPJ9mft9tlYnWNbhZHh5JcFKjxkTSXENs0dKxvsN2CbEvHCsexxaMBPOTQaQwNJLhAxeWx3jqN43VlPIf7HBOXS6NZ3HvUWVet1VHdrGPjGWynq5cGcP9wnWXq8LgtWJYBXVUgSZ3f0VazAbfLwuwsh1Yjl+KcLqQwMcUBZgdSXI5WmXQcCxw0LV4rWkWRscgRsAecP4vZXtVut8/d5vDrrlMDLH7wgx/giy++wM7OTt+Ahdvtxm/91m898TfDMLiSt6nqXoiO45w79Hnadvgdx8HKygpmZ2dh2za3JXC3TitQet46KWDxh59M4X/1138LJYb42GWqyCZC+PQh++b1/tU0Pnm4iBZDJxD2WbAMDZML7EbnWzdoUJGNedGqN5i5GF1Q8TEBKpJhG1u7JSaoEIVO4B4FKkayIaxuFHq6UrUOLWdHMmF8+BXtODW9u43Swde/W7qmwDZ1WIYGQ++4cwW9JsrVOq5eHgC61qLNjpC2WqujXKnBNlQscoi1b1zKkCndQb8LG5sF+rk48ioMXUWj0SQ1GpdHUuRzAUAuHSFBiselY3aBbrKujme5phDpRBCPCPBhmTq2duggvGwqgvsc4OPqpRwXVSqXiZHPJ6BjCUsleyuK1HOicLwsU8cyRwaGx20hP8dD4bExNUs3z26X+cTzHU9nP16GrkFVdlHcr0BVFfg8NmzbgKpIOCjtw+/3odFooFqpYLdA7/ALgsAVrgeAi2oGdDYgeCoY9GKbw4p2IJfCJAfwyaTiGBsd4Hrts17nkXXyuutUAItCoYDvf//7r+S1NE3rO7A4b3WaGvHt7W1MT0+j3W5jfHwcgUDgubmQpw0ovWidBLD44X/8Cv/Vr/5rpl1nwGPC73Xh3jR79/pnrmfwJ3fZu3AhrwFFkTG7wr4J8kwqBhP+/z97/xluaZre9aG/913vyjnntHMOVdVd3V01A8KSkLGBC8wgYxt8QJeQjcCYc4xkMDK24VgaYR8OvswxIyHZQhhhSbYxEkaaIISmqzpXzjvv2jmunMP5sHZV71177/U8PV2hu6ruLz1T9dQbVnrv/3P/A+VShd0uCd4dUJEUgoqw10yhWKNUOb2xVYA3x8T5GT1xL7v7BQql7r8zb44n+UiQjREJusjly0dABUCl2qBSLbCz3wFU5ydT/KsPutsqO+1mdBrkyi3sNjtWi/HAXlQ7yDtQUFCwmPXkC2X6e6JUqzXK1RrFUoVSqcYj+pamU3E7LMwLbFf702FuClK6AfpSIW4JnKJ8Hger6+Jd96lRseWtooDLaWFZkF/i9zqYX5QBH0nu3JfIVEiGuCWYCGiajnq9IQRsXo9DUogdkQIpY8NpqXUjA0kpPUdPSgxmAOIROTeraNgnNf1IxILcvidDgYs+nmrUanU2t/fZ3P70d2l5LQPA2HBn+mE2GXG7bNisZoxGPTqdSqvZpFarUiwWCfo9UlOIVCLCkoQWIuD3SgXnmc0mqXUA2axY1wPwAy+5xezhet7A4ovSWz3L+kIAi5/+6Z/m3LlzfPvb337m5zotefuz1qPkxJehYX2yvgj3VSwWmZ2dJZvNkk6niUaj3/OX/zUV6uT6H37lu/zU//TbXY8Z9TtRdTpmBNOFt8ZiQlAR89spVeusbp3+cFMUuDApBhX9MS+FQom97Ok7f5+Ciu7XFfXZKFcb5EvddQlvTaT4UABQEmE3hUKZ7AnajSPHmkzx4fXuzY/fbYN2m71sd6eXNyZSfCS4LrNRT8hrZ26po+OoVuuPQcnhGuwNcfXO0olAs0PfMmKzmkjHfeTyJQYHkuhUFVVVDgWwdRy4Wu0WxXKl6/QK5ICATlHwOC3MLXYHt9GwV0i5gkdTFAHNiE4KfKnc/Xnh9dhZeijm6Q/1x4WgAmBsMMl1AQUKOkDrwVz3RlGv150YtvdkOR1WFpfF2oBgQE7PkYgFpChV6URICpClEiEpUBGPBrgrsS7gc3NvRnxem9X8eKpVrlQpb5z8WVAUhRYG9CYHTrsFs9mIXuts0HWAR4lcLker1UZR5TbG3C4H29vdgS906FIyYnFZQGO3WXn7rWmpa3wZ6kVMLF72bIsXDiyuXLlCb28v8/PiL8bTKJPJ9FQ0FvDFFzl/r/UiJxb1ep2FhQXW1taIRCKMjIyg138+u7sv0gTm89TTAhYnBd+dVH0xH7lSja2d06kbigITfT7ev92dotAf97G9XyBTOL1JewQELh2Iq0+rwYSPTKZwovD6yWOJQEUy5KRYrnV1rgJ4ZzLFB4LrigSc1Ov1rmAH5ECF027GajGwvNY94beT0N39HjVVYSAV4PaD7g13IuJhfXP/1OlVs9UiVygz2BPivU9muh7LaNCIhz3MPdxFp6rYbSasFiMWswGjQY9Br0OnqpgMOurNJkN9cWr1jui8XK6QL5aPCH4nRpPcEFje6vU6dKpCtXa66B4gEfNzW5DADZ0phIyLld/rEKZ126wmtrbFVJVELCAFPmS1CyODSaFOAyAW9kk1+A6bRXgfinLQaAttYxXqjaaUvaxI/P2oNE0nPC+A22Vje0f8fqQSIampy+hQ6vGUZPcUqpuqqgz2J8iXasQTSTRNhVaLarVGvpA/ItK22SwsLIr1RqqqSIvAVUnK9u//6nkMn/OZ+2Wq11Sop18vHFh84xvf4Bvf+Abf+ta3nsv5nhYVCr4YO/vPol7EfbVaLVZXV1lYWMDpdPLGG29gtVqfyrFfTyw+rXK1zo//t7/Kx3ceMpr2YTJqGPQaqqqiAI1mi3qzhaZp5Ao1ao1yx2/+hNPqVIX+mJ3rs90fbKPpAMubOfJdqEE6VeGN0TiXBUBgJOVneydHrkv2gqLA2+NiUJGKeCiUKuznuu/ovjOZ5gMBEAh47KhKm40uWg/o0J9EoMJi0hP02pld6u4SNdof5s7MmpAyMz2SEIIPn9tGpVYjL8q0GEkInakUYKg3wo27nZ3tZqtFJlcikzsKuDwuK3qdyvbeyfx1i9mI3WamNxEgmy/R359E06kHn8dOeGKjVj/Qj1RIxwPCyYfBoNFsNIRJ3bGIj3sSYX/JqEsIKgBSiaAQzGg6lVazJWyinXYLyyviCUks4pOiGPX3xKRAhayr1NhQmlsSVCRZwfboUFqK2jQ8mOSexPX1piI8kLAqDgbc0q5XD1fFOROtVotKpcbiKboeg17D7XbgsFnwe52UymWajQalUolcNnui/qgnHWd2TjxB8nndLEomd3//970tXPcy1Wtg8fTrhQKLn/3Zn31u2opHZTabqdVqtNvtzz2OepknFo1GdxHl06p2u/1YRwEwOjqK1+t9qud4WQDg5wUW69tZ/t3//Je4KkibPj+e4trdh1QPHmSqquCymXBYzVjNBvQ6hXargVGvQ9WMvD3mpFZvUq7VKZbrZIsVsoUK7TZM9IeZWd49VcQMoKnQG7HxgUAQPdYTYGMz0xWgqAq8NZ7kQ4EOIv0IVAimCxcm07wvAAJepwWLSWNlo/sO6LmxBJ/c6n5dek1HT9zHndnuvP7ehJ/l1V1hg3x+Ms0nggwNq9mAzWpkabU7QBxMh7g3uyb8DJ6dEJ/ToNfhcVq7WuyWyjXcDis37y0L9SoTQwnev7GMzWLGbjNjMRkwmfQHU4wOaG61WjjtJtY2dvG4HOSLReonOJfpNR0KCF9bn8fOzp5YhNuXDktNSMaGU1wX0LMAohGxSFxRQNPphCDFoNfI5sR2plaLnKuU3WZh8aGYUuWwW1iQEGzbrGYpEGU06Nnc6j7dg85vaKXanfL46TXahG5b0AFmj7Qa3WqgL87M3OmAplZvsLm1R6VSZXl1i+oT1+ly2nA77VgsRvSajnariU7TMJtNlMvdNwRkxd1np8fwvAIWs4freQOLRzT6l7leGLDIZDLs7u7S0/N8nQdeU6HE9dwSngsFZmdnyeVy9PT0EIlEnskX/PXEAq7dX+Hf/clfYm27uyPNheleLj3hUtRqtdnPlR/v7LtsBtwOGzfmTuf/qqrCOxNJVrZypMN2zEYDBoP22OWk2WxTazSpVBv4PdaDQL42nf3u4zWc9LC6vtc1F0MWVCTDborlqpCy9M5kSggqXHYzboeZRYEIeHooxvU73VPKVUVhbCDC9bvdd1OjQRf72eKxgMAn682JlLDB1+lUkjEvd2e7N3mxoJvNnZN3TQ/X9GhSeE5FgZH+6OOJxmllt5poKwhBRSruY2ZhnXa7Tb5YOXXqMjGc4F+9d+/In5lNRpx2S0fIbtJj1Gs4HRaKxTI2u436wUSkcJCt8Gg6pChgsxqFbkEWs4GNTTFPPhaRo2cNDSSEoAJgYqRHSmA9NJDgpgRVSlaInYwHpKYkiajcunRSjoo02J/g5h1x9sbIYIo7EtOPgM/RFQQ8Ko/LwQOJdaqqkMvLpWJHI4ETrzGTLZDJfgoC+3pij62ebVYzHrcDm9WEXtNot5uUy2Vy2Ry029Li7h/8/lfDYvZwtVqtl77Rf971woDFT/7kT/KNb3zjuZ/3aVKhXlZg8azvq1arsbCwwPr6OtFolNHR0c+to+hWr7rG4p//7k3+/N/6p12bcoNex/RQ/BioeLLiAQe1JiwcOKacVm+NJw5C7U5f47KbiQbc/O7HncZGp1MPJiMmrGYDBr2KqrQx6hUqlSoRn4VGs0WzBeVak2KpRvnAGlZV4PyYGFQkwi4qlVpXJymQ01TYLUaCXhtzy90tNcf6w9yZWxMmO5+VmGj43Fba7fYxWtGTNT0c55qA/gQwMRTjmsC1yWW30Gp39BXdarA3zK37YrrFufE0n9wUAB5VIRb2cG+uO+BxOSyUS1WhriId83P/BMpSuVI7EiY4MZzgd9+7c+IxFEXBbu1MRNx2PW1UhgZ7OsL1VotGo0GlUqNYrpDPF6jXm6STYSHNSFGg2agLwwOtFhNbErvyHVG3+H2Ihn1SAutUPCQJAsT3+uh4MuuiEb/UOp/HwX0JIbbFbGRlVTz9AE6cZJ1UoaCHuw8WheuGJQFN0O+RonMpCpQOTSkKxfKpIv3JsT4y2Tz+oBm9Tkez1aBULJLJZI585lLJKIP9aeG5X7Z6TYV6+vVCgMW3v/1tfuAHfuBFnPqpuULBy9OwPlnP6r5arRYrKyssLi7icrmeqo6iW73KVKi/80vf4W///De7/juPw0LI7xRSkcb7wiys7VPo4p6kKgrnxxPCEL2I34HBYDgSkNdsttjNltg9NEk4Pxbno3trp4bt6XUKTquBRMjJZrbIUH8EVYFapYyqqhiNJuqNVieFV6dSKlfYeQqgwmzUkwi7uL/QvVEZSgdZWN4WNirnJ9N8JNjpt1uN2K0mlgTTkeHeEPfn1oXaizcmUnwsaPCNBo2A187sUvf7jAbdrG/uC5vjyZGEEFQATI4muSrQcuh0KgGvg1mBU5TTbqFQqlCrdZ+2xMNeZhZOp6C1221yhTKRkJu7c2tdQTPA2Yk+Vjb3iEQiHVqW1hGXtw5ASLlcoVAsEfLZeTAvpg/JTg28Hge7+93dohTAoGlSidjNllhgraoK9XpdSojdarWkfseMBk3qd9vncwnvF6A3HZXSdAz0xqSAWTwakHKWMhkNrK6JNRgATqeNzW0xeBwaSHFPAtDYrGYezD2kfIKzmaoouN0O3E4bFrORP/SDr47F7OF6bTf79OuFAItf+7VfeyHTCnj6wOJlaFifrKfdiLfbbXZ2dpidnUVVVcbGxvB4PE/t+KJ6FalQ1VqDv/gzv87/9ttXuq5LRT00mm3uCBKw355I89HthzS6NCJmo8ZwT4j3bnYHFX0JH7lCnTVBlsWFqdTB1OP0e9Y0HZGAmysPul9/X8zDdqHM9n4Rh9WEy27GZjZgMekx6nVoakcUbDfp2c8U6U0GKJYqZPNlyk9Megx6Hf1JCR1E3Mfa1n5XfQnIgQqjQSMWdHNfkISdinjZ2MwIKUtnx5NCUKEqMNQb5uY9UdCchdZB4F+36k0GeCCYQABMj6WEoAJgcjjBNYFTlKoqBP0OZgRp5FaLkWarRUXwXvk9Dja3MkJQEY94uXN/WXi8nkSQW7M7WMxWHHYzZpMBvaZCu0WjUader9OoN7CYDTyYFVOgRgeT3JERWEtmVnQC+OQE1jI6g7EhyawMSaF4byrCfQn724DfzT2J6YfJaGB9U9zYQyfFWub3uL9XToORjIek3mNN07ElAT4Akokwt085d6vdZncvy+5elng0wJtvjEsd82Wr1xOLp1/PHVj85E/+5HMXbB8uk8lEvV6n2WyiaZ/v9l9WYPE0Jxb5fJ6ZmRmKxSI9PT2Ew+Hn/iV+WSZLssBie7/Av/fXfokPBLSgyYEoC+v75Lo2hAoXptJcEuRKeJ0W/B47V+515/JODkSZX93vKsAGuCgRkOeym4j4nNyY7Q4qkgErG7s5igfhd7lilVzx+Pm/OpXiX75/3EbVZNDjsptxWI04rSZcNgP1epOp8RTtVsedqFqtUyxXyefLFEpV4mE3mWzxWLDdk9XJoBDTgoZ6QtwU0IwCHjuValXo7DQ2GOX6HXEDc1aCsqTXdAR9DmYEgCfgdZDJFqkKpgYDPSFu3Rdz1s+MpYSgAuQSxBUFUnE/dx50f301Xcc2d/Fh991ns8lAu9UWggq71UShVKbeaJLNl8jmT6a32W1mCtUamWILo0GP2aRhMmpYTAYMBj16TXu8GVQq1zDota7A0u20Mb8kDv3zuO3MzIt37t0uG3MLYg6/3WZhQSIrw2jUs/GUhdhup41tCbvf/t64lFZDJMR+VC6nTWrdZ6mh/iS374mBitvlYEYCqAD8+1/7IemU75et2u32cxdvv+z1XIHF/Pw8Xq/3uQu2D5fJZAKgUqlgs9k+17FeForNk/U07qtWqzE/P8/GxgaxWIyJiYnPDeS+13qVJhZ35jf4k3/1f2ZZ4FD0zmSaDwUTCKNex+RATAgqEiE3LdrcW+zecJ0fT3Ll3npXtx2dqvDmWEIIKoKezvj+zkL3c04NRniwtP1Yi3FavT0W5fIp9KdKrcHGbp5csYIlrvE7H3VvFHpjXuqAwWqhx+fCZNSj6VR0SkcI32g0qVRreJ0WHgh20gGmRxNcEWgvHDYTVrOeh4Lci96kn7mlTaHe49xESoqyNDogBilmkx6L2cCywHUq6HewuZMV0qlkwYcMqACYHktLrRsbjAkF53CQIn5P7NqUiPm586D7fShKZ/rxyPq2WmucCs5iISerGx1zBovZhNtpxW4zYzpIiabdot5o4rSbmV1YoUOIOv33JOB3S00DwkGv1HQhKZmIPdgXl5ySpKSO15uOStnLetxyWg1VVcjlJIXYYT937ouvcaAvITWtsJiNLD0U/2bAgf7jvpgi1tcT453zE1LHfBnrdUDe06/n2ul9/etff2EUqEf1CFhUq9XPDSx0Ot1LCSw+zySm2Ww+1lF4PB7efPNNLBbLU77Cz1YvCwAUAYvfunyXH/mb/6TrNEBRFN6Z7OGSwO3I7bAQ9jn58Hb3B/Job4i1nZwwC+LidA+Xri93vX6zUWOkJ8h7IlenkJtao8nCavcm+vxonGszp+szoNO4nenz89Ht7juudquRZNDJzZnuD/V01EOhWBGKw8+NxLl0Y5lGs4VBrx1MRDqidaNBQ9OpqEpHIL67lycV91MsVsnmi8fux6DXEQ24hFODcMDJXqYg3EkfH4xx/ba4yTknYSurKtCXDHJbMA2wmA0Y9Xq2dro3QgGvg53dnBB8pON+7s6Kd9tH+qPC7AuAod6QFKiYGhGniIM8mJkeS3NNYt3UaJrrtz9dVypXT0wMHxuK8+5HD4AOpcbttOGwmbGYDej1GgptGs0GZqOBlfUt4W9OX09UDlTEg1KBfgGfXHaEzWpmScLWVlEUKoLk9EcV9LvZk9BqjAympSYG4ZBXSgehqoqU5S8c6EQkaFWhgEcKFAL86R/+Q1LrXtZ6nsDiZdjglKnnBix+/dd/na997WvP63Sn1uGJxeetl6VhfbK+F+pQu91me3ub2dlZNE1jYmICt9v9jK7ws9WrMLH4n//Ze/ydX/qdrhQIs1FjtC8qBBWJkJt2WxHqLt4cTXBjdp1KF3qLoihcmOoRTiDcdjNhv51PBFSqgYSfrb181wRvgHcmk3xwa7mrgFmnKrw9Fud9gSbEZtbw2w3cFbwefXEv2VxJCLLOjca5eX/18bSoVm+ytVdg64lwvQuTab55+f6xf281G3E5zNgsJuwWA06biWqtzsRoimazSbVSp1SukiuUKRzQopx2M6qC0E2qJ+5nfnlLONGYGhHbyoIcnUpRoCcREIIPo0HDajawtNq9+XM5LBSKZaFYO+hzsrK+KxS5B7w2FrrkbTyqdDwgnEAA9CSD3JBI9O5JBIWTD4BExCd1XpfdxMz8pxqXRqPJ9m6W7d2jFtQOmwVNr7CfKaBTVVwuG067BYvZhEGvQ1GgUW9QrlRoC1476Ly/7VZb6jfY5bKxvSuXiC0zrRgdSnFbxiY3FpICNBazkeUVMaCBDvjZkLjnoQE5x6jPQqtyOGxSdLLxkV6mJwakjvmy1mvx9tOv5wIsMpkM3/rWt174tAJA0zQ0TXsqAu6XVWPxWQFTLpdjZmaGcrn8WEfxRRr1vcwai3Klxl/6mf+NX/3tTx7/md1i7NAgrCYsxs5OpFGvoek19rIlhlJ+9nMl9nMlao2jxxvrDbGylSeTl5lALHZ9XQ16HVODcSGoCPscGI06Ia1pJO1nYXWfcq37bvVXJPQZmk7l3HBUCCq8TjNOi4Gl9UzXdQNJH7v7RbKC1+2N0QTX760IG/cLXTI0iuUaxXINnZpjaijGv/rwuC7kUek1jYjfgd9ro1FvMuJxddKradNstqjV65RKVfKFMiajjlyhdMR+9cR7TYeEegTo6CBk6FQy4AM6ad43BY32I6eobu5O0AEpJpOerSea6uPrdLTbUG90f7/sNjPFUkUYqme3mckXSkI3JpvFRKlcEU5mjAaNZqtFXSDWV1UFj8fJwrLYbjUcdPLgAIA0Wy129/LsnpCOPjXWw/Vb8+g1HR63HYfdgtlkQNN1fm/rtRrFcpmgzyVFbRrojUk1zpGQHPXKajGx/FDOXvaU+JxjJTsx6ElFmZXQpxgNelbXuttVPypZWlU8GpCiVQH8mT/1ak8roAMsdDrdi76Ml6qeC7D4+OOP+dVf/VV+9Vd/9dQ1mUwGgLNnzz7+s7/21/4aP/ETP/HUr+dpZVm8rMBCthGvVqvMzc2xtbVFPB5ncnLyhekoutXLOrFYWt/l3//JX+TGzNFd/nypeoQONdobZnOvyE7m+LjdbjHidlhw2MxEAy4K5Toum4lGq0Wt1qRQrpErVdnLlqnVmwcTiDTvCvIuHDYjybBPSKXqiXkpVqosrnXfhR5Jupl5uCds8GRAhcmgMd4T5GPBtQU9NqxGjaX17juocb+F9c19ytXuTeCbYwmu3ZUBFeK0b1VRmB6OceVO93vQdCoWs4Ergnt1O80YdUbK1SrBkB+r2YjJoKFpnY6r2WhSrdVRFcgXSsIGevAz6CBkQMW5iTRXZGxqhxNSFKOhvqhwaqDQmRrcFzhZKXSsau/OdG8kFQViYS/3JChaHTG5+PUb6otxQ4J6NTma5ppEqndv0vcYVHSr/p4IN+90Xud6o8nmdobN7cyxdV63g63dNXR6C26XDZvVhNGgPZ56lMplstkC1VqNrGSAnNlslHru9iQjUiBgaCAplR3h8zi4L9GwKwrU693pho+qvy8uZYEbDLilrG0B6Wfw+XOjDPYlpda+zNVqtZ5pjtarWM+lC/z+7/9+9ve7P5zPnj3LlStX+OSTT56puFtRFIxG41OhQr2swEI0sWg2mywvL7O8vIzX6+X8+fOYzebneIWfrV4WytphYPE7H97nz/2X/4i9rCiToZeP7iyf2gjmS1WKlTrvhLz89uV7J655VCGfg964n2y+wJsjEQx6DRSFZrNF9QCEZPLlzoTEYODmbHfKwFhvkIdbWbICm9KRhIt7y1laXcChonToTyJQYTMb6It5uHq/O+Uq4rOjqYoQVIz2BllZF4OKs8MRrt59KKTdvDOV4n0BaFMVODsa5xOBDsJo0OhNiG1xHTYTbruFxZWOuHpn/2S+t99tQ6/XsbGdw6DX43ZacFhNWMwGDHodOp1Cu9VGpU2j2cLlsJLNFU/97PUmA9ydFbsJjQ3GpOxn5cXaco5SsuumJHUQsrqKqdGUFFgYH0pKrevviXDjjvi84aCbtc2McJ3ZqGd3Nyv8LAN43LbH9Ktc4XQa3tnJPra2MyQScUwmPQrQaNQplStkM/nHYXCDfXGppOug3y0FFvSaju2djHAdgN/vlsrLkM2YcNgtUlMNAJfTzpaEq1VvOirl0KUqCn/6T/6bUud+2et5U6EURflCMTqeRX3xtpefQ5lMpqcGLF6GnfAn6zTA1G632draYnZ2FoPBwOTkJC6X6/lf4Gesl21i8Xd/+dv8N9/4v7vSKfSayhtjaS4Ldr4dNhM90QDvXuu+axb1OzGbjcJk7sFUkEyhQqlcpidix24xYTbq0bTOqLnebFOtNbCZjcyt7glBxWSvj+tz3QPhNJ3KuZEol693byTcdhMRn51bAsCTDLmo1xusbnVvIsb7Qiyt7nZNNAcY6/Fy/b44UO2dqTQfCF5fRYFzY0k+FrhEGTQdg+kAtx503322mg2EvXZmlrrT0Fz2jsD34XqHt12rN9jcybH5hNja57Zh0OvY2P6UYuSwmXE5LNgsRkxGPQZN7dCxFFB1OgrFCtlc8UQKVizsYfHhlvD7m074hRMDgP5USEingk6K+E0JsfZAT5ibguRy6DhFyegqklG5+wh4ncwvibn+druZ/UxeCAJ0OhWjQRMK+wGiITdzgs8LwORoD9dvi3fjU4kA127Nd938sVpMhAIuWmgM9PegKG3q9TqFQolMJndMW+Z02KQa8cGBpNTEIBEPSgMV2YyJeFTOJSshmW8BUJV4/wB+38UzJOIhqbUve73OsXj69UoCC6PRSK0m53/drVRVpdHozm39MtZJgCmbzTIzM0OlUqG3t5dQKPSlQd0vCwAsVWr8t7/8Hu/e6L4j5XPbCHicQlCRinhotRWuCfIRxvoirO/kWd3pbhf65niKmzPrjwPhThMxX5zu4fL1eVqtNppOxeu04LSbsVmM6HUq1WqFeqOB3+tiO1slEXSyky2d2MCbDBqjvUE+uNV9F9PvsuC2m7m/2J3P3Hvg6iRK554ciDC3vEVFYGN7fjzJlTvLQlAx3R+UAhVvjif5SOCapelURvvDXL8nFkMnI27uzXVvUK0WA36Pjbnl7q+d02bCZjGyvHYUCOYKlSNZKU67GafNxMoTlshmkwG304rDasJsMmA26tFrKm6njUqtTrFYIZsrHAssdDstFAplYSigx21jN5MX6hu8bhvbOzkhZc3jsrK9K17nsFnI5IrC85pNeuqNhlAvodOpWC3GY6Lrkyoe8XFXglI1MZKUokqNDSW5fU/cYHtdVu5IBNIZ9Bq1WkM4US6WKtis5hMnL4qi4HLacDttWC0mHDYTxVKFRCxMNpc/1XHJYbcyNy/e3QekMx6GBpJS9KuAT57apFPlnrODfQkpqpam0/Gn/sQPSh3zVahWq/Wl6WW+LPXKAQtFUZ7qxOJloNg8WYepQ5VKhbm5Oba3t0kkEiSTyS+d0OllmFjMPtzmT/3Vn+e+YKdwKB1iL1vijiAf4cxQgpnlbWFQ3TtTPXx0+6GQU/+VM728e627mFunqrw1nuLdq4uP/6zRbLG5V2DzkCOSQa8yMRDldz852kRYTIYOCLF1Gk/rgUVmoVRjejBCvlQlky+zmy0daeQjPjtGTcf8SvfJx0DCx95+gX2BAPvMUIT781tUBQ3gWxNJPr7V3WIX4NxwhKt3xbz28+NJPhSAClVRmByKclWgvdBrKoOpALcedG+sjAaNZNjDvfnu4MNs1BPyO5lZ7C6WNRv1BL12Zk/4HJcrdcqVDGuAyaiRCHlOXGcxGXG7OuYENosBi9lAtVrD73NTqdTIF0pksoUjGS2aTsXjtDK31P36dDoVt9PKvGCdqip4XXZmF7u/LooC0bCbexKUr/50hFsSTfvEcFKKejUxkuLm3UXxeXvCUlQpr9vBkoQYWqcqGI0G6gJwDjAymJCaagz2Rh9rOp6sdrvNfqbAfqaAxWzEbDayu/fpJM1o1OP3OLHbzZgMehSlTa1Wx+GwcPPW6cYHj2qoX65ht9vMzC+Kv8cAbredrR2JwL6e2EHmSPdSVYX97HGB/Un1g//GeUIBr9TaV6Ged0Deq1BfCGCRyWSYn+/8uFy5cuWZB+gZDIanIt5+Wbj7T9YjwDQ/P8/y8jJ+v5+33nrrsVXvl60eAYt2u/2l3Jn4rUu3+dH/6peFtKG3JtJcubfSNbcB4OJ0L5evL3alR6iqytuTPVwSUKSMBh1TQwm+e1VAubIa6YkFuHRKCN2j8jotBLx2Pr5z/GFaqtQoVWo83OxQs/QGjcW14w9nnU7F6zTjtluIBpw0mi0UIBpwUqs3KVdrZAudrInqwWs1kg6wtpUhL0jKPjsc4+7cuvA1fnsiyUcSoOKdqRQfCHQhAMMptwSokNNe6FSFsf4I1++Khd+D6aAQfGiaSl/Sz+2Z7k2VplPpTfq5I1inUxUGUkFunaKDKVVqlDZqKApMDsf57kEuw+FSFAWn3YrbYcFmNeF1WalUaowNpyiXq2SzOfLFCtUnHMYmh5Ncuy1usidHUtL5EnLHS3JTgio12BvluoTuIxLy8GBODGZsVpMUVUpRwOOyMbsgbpzHR+SE4iG/gxsSoMJqMUrlSwD0piPHAEi1WmdlfQcO7bX0psLc+WSmAxDdTlxOK2aTAVVRKBQKFAtFCqUK7XabvYzcuZOJMLclphWJWFAqY0JReKwtEdVQf0rKMcpo1PPDf+z7pY75qtRrKtTTrxcKLL72ta/x7W9/+7Ej1KM/c7lceDwevvWtbz0TkPG0JhYvY0Beu91mZ2eHVqvF3t4e09PTOJ3OF31Zn6se/Wh82YBFu93mZ37xt/mZX/ht4STgzHCc9wWNp8mgMTEQ510RCLCZ6In5haDC57IR8Nr5QHDeqN+J0WDgmkAwnY56qDVa3BXYzg6mAuxmy6yesuPXbLbY3i8S8tq5cm+1KyBz2kxMD0XI5Mv0JoMYNLUjHG02KVfr5IsVdjMlSuUab4zGufVgTTi9kQcVYk0FwPkJMf1JVnuhKnTcpATgQ1VgYijKNcHkQ1VgYlC8TlFgYijGNUFKN8D0cIIrt8VN9tnx0+1s2+02mVyJTK7EGxNpfu/D43kgACajAY/LisNmJuR3Ui5XGRtOUa83KJWrZHNFcvkyhxOqRwZiUs19XzokBRaiYe+RfInTyuWwsLWTEX6u9JoOnU6lWhPz7ZMxuQyMqdEeKbDQkwxJCcotZgONZrtL7ven1ZsKc0ti8jLQGzt1qnG4DHqN4gFoaDbbbO1k2DpBwK2qCmcn+8lmi/T1udGpCvV6jVy+yN5e5ggY83td3JfQYHSOK9fEDg+kuCshAtfrNdY25Cxr//APfQW3yyG19lWp18nbT79eKLD4tV/7tRdyXpPJ9HpicUJls1kePHjw+LU5c+bMS4HkH32Jv0x0qFyxwo/+V7/Mv3z3dtd1bocFr9PMR4LGLuR14LBZ+FDQeCZCHlSdKgQBfXEfpWpDGKI30hNic6/I6nZ3GtLEQISl9X3hVObsSJy7C1tCwfSbY3Gu398Q0pWG0wEuXV8SU72m0ixvZIjF/FjNBgyaDlXpAJBqtU6hUGE/X2KiL8QHN8QNxoVJsfsTwNtTKT4QTHkABuJOIaiAA/BxU3y8s2NJPpE43tmxFJ9IODa9MZ6SOu+bE2k+lgjeOzchl5ExNZLgSpfrq1TrrG1msFtNXP545sTPgUGvdcCH3YzPbaPdajE6lKJe7wQRZrPFY45HToeF/UxBqL8wGjRU2kLRtAIE/S4eCKxvAUYHE1yXaLDHh5PcurcoXBeLeKV0FSajnlK5KvVM7Os5ndp0uCIBuxSosJiNUo5NIE+/CvrdXLs1f6LmRadT8XlcjycddqsRm81KJpsnkz39Ovp741JZHZqmk6JKQUdbIaPrsFnN/PE//H1Sx3yV6vXE4unXF4IK9bzrdY7F0SqXy8zNzbG7u0sikSAYDPL++++/6Mt6avUIWHxZgnBuzqzwZ/76L7KXLdIb82C3mjAbDUCbbDaH2WojX6gALXazZWZXuj+ARnrCbO4VeCDQZ0wOxlhc3xeGvJ0bSXB3cYtiubsBwvnxFNfvr3VN5gZ4eyLFx3dXhM39hak07996KBTBXpxKc+n6khBIXpxKcemGzLo035WgK12cSnHp7ipenwuXzYTVZMCo1wFtWs0WlWqNfLFKOuSSBBVpPhAI8AHemkrzocS6M8NRqeb+/GSajySae9l1b07KgYU3xlNS66ZG4l3BwqMa7Alxd2ZV+P5Gg27WtzKnfv5q9QYb21lK5SqlUpW1zePfN6PBgNdtw2Hr2O/arEZKpSoej4NCoUwmWzgRPAz1xaR0EJNjaa7L5HP0x6RARdDnYk5CD6BpOmgj/G5CZ2Igo9UY7pebLNhtZipVuedrbyos9TqmEyFuSiRxA5hMhlOF9M1mi83tfTa39xnuj3P90DTHaNQT8Llw2C0Y9DparSalUplMJke+i+Xu4RrqT3L7ngxNzMT8kpyu44//4e/DZv3i2sK/qHoNLJ5+vbLA4rV4GxqNBktLSzx8+JBAIMBbb72F0Wh8HO7zsnzhvkwTi//ln13iJ/7u//64CdnPnfQg2mE05WdmNUOz2SbotuFymLFbTBj0Wset7IDK47CauT23yd6Jx/m0Lk738v7NpSOC19PWXb7RXZ8B8JVpsZgbReEr02mhPgNF4eJUWphRAQoXp8QBeShwcTLFu8JJgOTxgK9MfXq8UiXLw82THXu+Op3iW1cWsZqN+FxWnDYjVqMBvaYCbZr1JqVyjbDPJkWTkgUfY30+rt0Vi0DfmkzzoRSoSEmBinOSYGFyOM5VCfrTUE+Iu7Nrwu9yLORmfXNf2BA77RZardYBUD+9NE0lEnTz4BRThGqtztrmPmubcGY8xXc/PK77cNgseFxWbBYTRqOG3WIkVyiRiAXI5YtksiU4gRyUige4LWGR63Ja2dgUW52qqoLFYmBrV7wjPjqY4IaERmSwNyoFKuw284lBeidVKhbgtoSzVMjvkAIVer2Oaq0mlb/RlwoKhfnQmZQ8eT/Vap2Hq8epSROjPSw/3CQcDmO1mFBVhVqtRjabY/+QjsNiNrL0UHxugLRkCKDbZecP/9BFqWO+avU8+5wvQw/yNOqVBBZPiwr1ZQUW7Xab9fV15ufnMZvNnDlzBofjU97lYU3Cy1BfhvspVWr8lZ/93/iV//vDruv0mkp/zMvtxU+pRZu7OTZ3j47fDXodZ0YSfPdKx/XEbNLjd9lx2s1YTEb0mg4UqDWauG1Wbs1voKoKnNKH6TWVc6MpYeK2XlM5O5IUggWDXsf0UEx6nai5N+h1TA1Ghev0msqZ4ZgQVHSyMeLC46mqwltjceHxFAUuTiS5fHC8Yrl26sTnK1MpfvvDORRFOaC6dTIgzAYNTdf5zanV6vicFm4KKGsAb02mpCYaY30BKVBxbjzJRzcWhesmh2Ncl9BUDPWEuD+7Lmz4EhEPa1v7QltZt8NCpVKlIHA8M+h1BLx2ZgVOVgATQ3GuSQCfM2OpU8P8coUyuUJnGtiTCHDz/gq1Q9M8g17D67bhdFiwGPXodB2wqSlQLFbY6yKyVhQI+pxSqdkTIykpKlAnXfvkezlcNpuZTcmQuUTMz5374s/E6GBCClRYLEbqDbnf9aG+uBT1y+20srza3Vr7UfWdIBY/qXxeBw9mV6hUa2Ryx92yjEY9Aa8Lh8OC120jlyuQLxTY2d0/dULrctmlwgIBfviPfT9Go0Fq7atWL8sG6hepXgOLz1FfxnyE/f19ZmdnqdfrDAwM4Pf7jwmJDlOHXob6ot/Pg8UN/vRf/0XuCixifS4zBk3jzmJ3vULI58BhM/P+oeavXKmzvLEHhzbC/J5O3sWHh+gxHqcFr9OG3WrCZNB30pTbCmazgYXVPTwOM3un5FN4HBYiARfvCzQGbruZaNDFB7e6Nxguu5lY0C3MqHDYjCRDHj4UrLNbDPTEvMLzWkx6BpMB3r/ZfZ1Br2OyP8x7gnWaqvDmaJz3BK+LAlyYTHL5ALy12232siX2ssenTV+ZSvHND2aBDk/f57Lisps7FrwH4XONRhO7xcDs4hY6VaHZpXGfGAhzW5DQDTA1FOO6QM8DMNwT4v7chlBjkIx6WdsQgwWf20alViNf7D5ZMBo0TAaFzd3uVqcKMNwX5YZECN658TRXJGhIw30RbkhMFnxuO5lc6QiogA7lan0rw/pWBugI44f7oo/TyXWqisdlxeW0dt5nrWMeUqnU8DgtXJMAC72pkNTuvs1qYm8/L/V8S0T83HkgAxbiUqDCYbewti7X2Pem5Br7gNcuBVTgwCkrK7bK7UtHpPQfAB6Xg53d07UX1Wqdh2vbxNo+Hsyu0Gh2dnhUVSXgc+Ny2jCb9LRbLYqlEnt7GSJBn5QTVCjg5Qf/wFtS1/kq1otI3n7Z6zWw+Bz1ZZpYlMtlZmdn2dvbI5lMEo/HT9UbfJmoQ7L1Rc2y+LVvfsxf/pl/KtxdHU75WdkqCIPbJgaiPNzYF+opxvoibO4VuD13tJl8spEdSAYolOqsHUpSNho0/G4bLrvlcZaEXqdDUVU2d/OEfTa29oonNrLxkAtFVbklCGWLBpzoNU24LuSzYzEauClI0/a5LbgdFq7PdG+e3XYzIZ+Dq/e77/zazAZ6Yx4+FtCLjHodk/0hPhSAGd0j8CEh1P7KVOrIumqtwepWltWto/SrdyZT/M5Hc8BB7oLzEWXOiFGvQ1UVGo0mFqPGyvo+mk7XlTqUCNm5O7cmBAvpmI+VTTFYCHgdlMviyYL1QLOwJNhFVhUI+ywsr4tFvGfH01Li78nhBFclHKCiITcr67tC/Y/RoGGzmVh8KHbxmR5Lc/UQoGm2Wmzv5dneO5pXMNAT5r1r89DuNLBulxWL2fB4ulWpdNytarU6+UJR6pmVjAWkQMDYUFIqe8PjsrF8Aj3opOqE+kmko/fJaTU0nYrBaJD6/R/qj3FPIvncoNfIF0pSxxwdSnFbYlKiKKDpdY9BBXSa3o2tfTa2jtLW4lE/i6v7xGIxzCYD0KJULLGzn6H6RIL9n/oTP9jRyryuE+u1K9TTr1cSWBgMhldGY9FoNFhcXGRlZYVgMPhYR9GtFEV56RyvvmjTpWqtzn/+d/8PfuH/fLfrOkVReGM0yUe3Hwr1Cu9M9vD+zQUhpeTCdB8f3hI7Ib010cO1eyvHxNfVWoOVzQwrmxkAzo4kuL50NGxPUcDrsOI9CDIzGTTMJiP1ZotMvoxOcbO9X6RwAh1oKBVgO1tidbt74FNf3Eu+WGN+tTuvPBly02g1mVnu3piGvHZMRr3Q7tbjsBDwWLkhADM2s4H+mIcrd7vTlfSayvRARJhToShwYSIlBT4uTKV4/9C6VqvN9n6B7f2jKcRnhmO8d3358WfB7bDgcVqxW42YDBqqqtBstlCUTgiZqMJ+B/limaIALDhsJswGjYfr3d87TVNJRL3ck3BDGuoJcG+++3sHHbqSDKjoTQZ4MC/WczjsZlrtthAgAQz0RLgpMdWYGkkcARWnVcBrZ2s78xjQbO/l2N47GViNDyXY3suRSESxmAzodAqNeoNSqcx+tkCh2JlESqdru+0sLMtpAQI+J/clcjVGBxNSoMIimTwOMDYsR/1y2EwsLMndz/BAQiqDw2G3sLwi/kwCjI/0cPOO+JiPns/bOxm2T6CgeT0OfB4HZlPHSvn3XZiWOv+rWq+pUE+/XklgYTab2d3tTieRqS8ysGi326ytrTE/P4/VauXs2bPY7Xbpf/9Fa8Q/b32RJhaLazv8h3/9F7l6rzulxOMwEwl4hbvddquR/mSQy9e7P5RMBo2p4aQwn0J3EI737lXBQ05RDkTaC8de23YbdrNFdg8oBe9M9fCvP5k9BmZsFiN+tw2H1YTFpMdhM1OuNLCYDbhtZvZyRfZyxzcBJgcizK/sCZPDh9IBtvbyp9K3HlVPxEOp2jgxcO9whX12jAaN+0vdd19ddjNRn004STEZNEbTAT6RyIt4azx5hN52Wl2YSvO+hKbi7EicW/dXjwj293Nl9p94rfoSPnb2C+QOBM4uhwWv04rNYkDTKbRaTWrVGpVqDVVpsb3b3SjAaNAI+53MLHTXNigKjA9GpbIvpoZj3Lgn3mke6YtI0Z+CPgeZbJGqwNFMp1MJB1yniroP15nxNFckAE1PIsC9WTGQMho0LGYD210oNiede+OAavVkWS0m+lJBqg0YHupBoU21UiOXL7C7nzu2YeF22aUC82QTwN1OKw9X5ZrwnqRctkUi5pfSVQCEQ37uz4ppfpGgm1uSzlLxiF+KguV1O5idF39+oRNA2A3U7O7l2N3LoSgKf++//fHXTbOgWq3WSz9BeN71SgILo9FIrdbdKlOmvqjAYm9vj9nZWZrNJkNDQ/h8vs/8xXnZJhZflPv5zX99nb/wt/9XMgJL19GeMFv7RW4JGozemI9as8UVQYpyNODCYjHxvkCc63FaiQXcQlBhMekZ64/yXcE6nary1kSaS6c0uoXSp1SYi1O9fPO9B8dAismg4XPbcB9oCFwOC8VyjaGkj1ypym62xG62xJO48cxQhHtL28LMi5GeIGvbeeF7ko66qVQbLK13Bx8BjxWn2cj9xe7gw2Y20Bt1CzNDNFXh3EhcONGAR5MKCQH2SJybT4CKk+pJUAGQyZXJPAE+PE5LZ8d3bQ9VUXDaTdjMegyagl5T0XQ62kC11iTosXNVENAHB45SUnSlODfvi5uyRNTL8pqYrmQ1GzAZ9TyUaNgnhhNck6BKjQ/FTxV1Hy6v20YuXxLSyAAGe8PclABJI/0xqWtstVrsZYqsrB/fdOvkNthxH+Q2OO1mMpk8kZCX3b3sqQAs4HNKgQ+AUMDN/Vnx+zjQE5UCFTqdehCCJ/7dl6UrqapCvd6QcpYa7ItJ6zr8Pif3Z8WfN6/HwcycHAD5t37gPKNDKam1r2q1223a7fZrjcVTrlcSWLysAXmlUonZ2Vn29/dJp9PEYrHv+QvzemLxdKvZbPHf/IPf4O/+8reFay9O9/P+jQVh03d+PMWN2TXKgsZ5eijBwtouq9vdH1yDqSD5Yo0bM90bgWjAidlkFE5S3HYziYj3VFDxqAx6HWeGE6c6TlUOUa++Mt3Db126e2yNXtPh81jxOCzYzEY8LguFUo3RniD5YpW9XIntTPEE8BHl3qIYfAynAmzu54/t5j9Z8YADVVFYWOtO8XHZTUS8dm4JJhp6TWV6MMrHEo247KTijbEE1++sCLUSJ4GKk8rtsOCym1lc7TSkrXab/VyF/ScmTQrQn3Bz6cZD9JoOt92E027GZjFiNOhpt9tUKjXy+TLxsEsKVAymQ9yfWxd+t70uK5VKTUjRUhWFdNzPnRkxbeespKg7FfMxs7AhvEaDXofLYWFhWbxrf3Y8zZWbYtpMOOBmaXVbzmI1HebWKTStTm5Dls3tLH3pELfuLR9p2N1OG163HZvFiE6n0mw2KRRL2K1mKcrS+LBcY2+1mNg5her1ZI0Np6ToSs7PQlca7j4teFQGvcaWpK3uyGCSu5Kp3T6Pk/sS9+9x2/nRP/NvSR3zVa5H38nXU52nW68ksHjaORbtdvuFotB6vc7i4iKrq6uEw2HefvttDIbPZy33RQNNn7deJLBYWtvlz/2NX+CjWwt4nFa8LhsOmxmDpqNSrVCu1Gi1dVQaTYI+N+9enet6PJ2qMNYX5ANRMrKicHG6j8vX54WNxWl6iidrYiDK8vq+UP/QE/NRa7S4/qA7SPG5rfjdDqGTlNmoMdYXOXVCUm80Wd/Osb6T5+J0mn956d6xNXpNh89txePsiM49DivFSp2RdIBCucpOtsTO/nEaz+RAmLmVXWEgYG/MS6lUPaZjeLJ8Lgtum4n7i92bGaNex1hviCsSLkzvSE4q3hxLcO0pggqn3YzHaWZhRUwtPTuWfJwOXm+02NovsXXC6z3WF+Ty9SWcdhtetxW7xYheUymXS5RKFVpthVyhgtthYWMnI9zdNxn1OO0WFiQE02fGklLhe6MDMa5JWLF6nFYKpaowWRtgpF/OpWq4P8I1iWyJRzoKEZiCDlVKRtPhcVnZ388fmwLsZ4vHnJQeic8dNgt+rwOb1YR2ADpKpTK7ezlK5UpHq7EkppJBJ+BOhtoUDfu4I6ETAYhG/NyRmCxEgh7uSk4g4lEvcxI2xjaribUNOQes4QE5/QnAf/xn/8jrMDyJetTjvJ5YPN16JYGF2Wx+aq5QwAsDFq1Wi7W1NRYWFrDZbJw7dw6bzfZUjv1FpXl9r/WiJjD/7DtX+Ev/739M9sC/fi9bZO8EK8PBVJhWs8Unt+YIuO14D4K09AduHtV6k0KpSq3exKDXcX2m+0PLZjYw3BuVACmSegrgnck0H9xa7mpbCp1k7ntL20Ixa38iQKFU4+5893sJuG24nRY+Euzamwwa4wMR3j0lG6PeaLK+k2N9J8dXzvTwW+/dP7bGoNcRcNtw2c3YLAacdgvlSo2hpJ9cscp2pngiZWok7WdrtyCkU4V9doyayrygEbeY9AwkfFwX0KQUpZNc/oGEoPvNsSRX7ywLQaY8qDDhc1lZWBE3Rm+MJ/lIgso10uPn3vwmrVb71O8KQNDroN5WsVhthEN+jAYNVYF6vUGxVGE/WySXL6Eo0J8KckuCKnV2PCUFKpJRHwsPt4Svo0Gvw+2yMidwaAN5S9twwMXD1R2pCURPMsit+2JQOtgb4cYd8Xuj06l43XbmJILjhvuij+lXh/M7niyXw0owGKDZbKJpKs1Gg0KhxO5+luoTYGygNyYFKlRV6QjTm+K08KH+uBSoUBQwGQ1SCeSpRIiFZTGoAAgFXFKvp8VslAo/BHhjepA/8JXXgm2ZehHA4lWoVxJYGI3GpwosXoSrwO7uLrOzs7TbbYaHh/F6vU8V3LyMVKjnCZQq1Tr/+f/n1/jF//O7wrXvTPfz8e1FavXOQ2trL8fWCePu6aEEO/t58qUKsYADt8PSSXBVFOr1OsVy9aAZbFNvwUeCQC9ZPYVBr2O0J8hlwVQBOsncl64LEreBN0aT3J7bEFKQBpJ+soWKcHff57bic9n46Hb3RqoT4Jfgu1cXT/z7Wr3JylaWla0sF6fSJ2o+LCY9/gPNh8Wkx241UqnVMeo1HFYj2/sFytXju+jxoIt2s8nDjUzXa7RZDKTDbm4JrHFVBc6PJ/lAQtB9fjzJldtPD1Q4bCb8bhvzD8Wg4s2JFB/KBOoNRrk3Jw7Kc1gNKEqLZQHdzGI2cmYkTr5YYXwkjapCo96gUKywnykcaXZHB6Jcl2iu3U4L5WqNckWs0Rvui3JdYgIx2h+Vmn5YzAZ0qvwEQkYo7vc42NzOCCdY0LHeldFq+H0OVtZ3pZ4f6UTwVEqXx2XH6+nQqwyaSps2Ab+bnd1M18+ISNz8qGwWk3SzPj4s59ik6VRqtboU8ItHfcxLgAo4yOuQEIybjHr+0//o35E65ut6DSyeVb2SwOJp5ljA8w1eKxaLzM7Oks1mSafTRKPRZ/KleE2F+t7r/sI6/4//4he4Pdt9t9lhNzOQDHH5WvepgqqqvDPVx6Vrc4/vYWVzn5XN4yLi8+M93JpdB9rE/XasZj2aeiBSQ6HebFOoNLBbTeSLdaGewue2YjVqXH0gdjeaHIoLk7nhAHxckwEfcSnw0Rf3UarUuScAH48C90TBd6qq8PZ46tTU7VKlztL6Pkvr+7w1nuB3Pp47tpPpdpjxuaw4rSZMRg2TXqPVarGzX6DebLKbOdkD32U3EfbahVMcVelMIGQE3W9NJPn45rLw9e5L+NjeKwhD6OxWIyGfnVmBMxbA+YmUFPAZ6w9zf35DuCPssJlw2oysbkrw9geiXL5y+nfLYjbi99hJRNzU603GhlPU6w0KxUc0naPgwaDX4XXbpCYQsjkZ0ZCbZYkJhAId7ccD8eRluD8qBQAMeh02m5HFh09PpK7XdFhMRrZ3xMcc7o9xvcsx9zIF9g4sjof7Y9w9yJfQ6VQCPmdHSG7UA23K5Qp7mRx2q0lqAgGdyYLMBMT3GQTTI0Nyug69Xkej0ULmiRQKuLh1T86F6j/4kz9AKOCRWvu6PnWEehXoSc+zXllg8bQ0FvB8guTq9ToLCwusra0RiUQYGRlBr9c/s/O9bBOL53U//+j/usRP/Pe/SkmwozncGyGTL/OxYKoQ8NgJ+ly8e3W26zq9puPN8R4uHaI+naYJmOgLcm95B5NeRyJg7WQKmIxomkaj2SZfrLKdKeC0GNjLV1jKdKf3hLx2nA4rHwiaXJNBY2IgdipV6XB9ZTrNuxLg48xwjAfLO0LaVTzoQtXphIF7FpOe4XSQSxLUoovTp4OPw7atE/1hbqxtkCt+eo16TUfA09F72A7SslW1jUnTWF7bxWTUqJww9YCOxubsSJyPRBob4O2JJB89TVBhMRLxO5mRaK7PT6b5QEL3MdwTZGF5W6iVsFoMBL125pbFgGYo5eEjgQNaqVyj2Wpx8/4amdxxrYfDZsHvseGwmTDqdditRnb2coQCLnZ2c6eaK4wOxKQoVXarCdpQLMtOIOTE2jJABWBkICY1pYmHvcxK7qyPDMS5LjF98fscrKztSP0mHwsKbLZY39xn/YmNFb1eh93uwOvz4bCZ0XQqjUadXL7Izm7miC5koDcqbUPrdtnYlRBMh0NeaQ3GyGBSCoB0hPCtY6YTJ1VPKsyf/KO/T+r8r6tTz5tt8jL1VN3qlQQWT4sK9TyC5FqtFqurqywsLOB0OnnjjTewWq3P7HyP6vXE4rNVvljhL//0/8qvf/Nj0YUcuD7NC12fpoYSPNzMcFPgUBMNuLBbLUdAxUllMmhMjyR57yDvolZvkivV4ITd35GUh4X1DF6njUTIdZDkq6PZalOq1Mnmy2zuFUnHvGztFYVUpYDbhsdpEzpJdahKcb4rAT4uTKV5/9ay0E5ytDfE+k6BvVz35sDnsuJ1WvlEEGinqgpvTyROBRWH6/xYgqv31x7T3B5VvdFkdTv32KkrHnQCsHIoPdvtsOB3WXHaOgGDKh0Ngcdu4oZAewEd7YUMBUkWVFjNBqJBJw8E7zXA+cmUFKgYSAV4uL5HWSBuNhk1EmEP9+fFDe65sSRXBIAdOsnftVrjRFABR7UBb06k+M4hTY6qKvjcDjxOK1aL4UCU3EJpt9nZzwl/a1RFIR72SAX/jQ3GpYTVZpNeWqw9PZaSmkBYLcaD9G4x9WtyJCUFKvSaDpvZxI7EVKMvHZLSf0AH1Nw45fw6nUrA68HttGK1GtBUlUQsyM5uhlIXYDc6lJQSgSt0ckVkNBixzyAsHxuSC/dTFPijf/AM6+vrOBwObDbba3qPRL1O3X429UoCC7PZTK1Weyqi62clcm632491FACjo6N4vd6nfp7T6mUTbz9LoHTlzhJ/9m/8Agsr3XdS3Q4rqZhfOH1QVZUL0/1cujYr3Hk8N5piZmmb1a3uDVci7MFo0D8GFaeVQVPpi7m5s9gRF69sZVg5JVDrwlQfMw+38dgtpMIOTAY9bRRqjSa5YoWd/U6+xFAqyH6uLKQqeZwWwj6xQ5SqKrw9meaSBO3q/FiSaw/WqQp2w9MRN7VGSxh8ZzZqjPQGuXRdQm8ylebS9SVhkzmQ8LGX67xWh+vJsLqOoNvP5fdnD/6/gaDnQOth1KPpFJqNJqVyjaDbwvsS4EwWVFhMehJhN/cFoXbwCFQsCtf1xn1sbGeOUY6eLL2moz8Z4LaAtgcd56mrEoF6VrNGs1FjNyueXJ+fTB+bfrRabbZ282ztfuqOFvQ5aDc7dDezyUDA68BpN2MyarTbbaq1OtlckZ3dHJMjSSmwEI94mV8SW9UC9CZDUmLt3pScqFtR5OlXiaiPuxIZFACjg/GuFKhH5XRY2NsvSOk/xocTp4IKOJhybO2zvrXP6GCc24fu32YxEvS7cdjNqApUq1X29nPQbrP8UM6GdmxYLgRQUUBv0KSE5cGAmzuSLlB/4OIkfakwq6ur3L17l3a7jcPhwOl04nQ6cTgcWK3WV6Kp/Sz1OnX72dQrCSyeFhUKnk0DXigUmJmZIZ/P09PTQyQSee4f/peNCvUsJhbtdpu//0++w9/8+/9MuFM11h9je7/AVYGY0++xE/a7+e6Vma7rdKrK21N9XLo6J9YqjKW4v7hJrtg92M3vMmM1mx6DitNKr1MZSvm5dABStvZOt569ONXH6naWsNdCT9TVoSc02xTLNfbyZTZ2CjSaLXpiXmq1BrcFVCWb2cBAKigFKi5O90g19uN9YZY3MmQFgmWPw0LQaxNONEDh4tTpNKnDNTkQZn51l0Kpe3PtspsJe+1cO2TfW6rUWVjbZ4Gj7+tXp1J88+MF9JqOoNd2QLfSo6kq7VaLUqlKJlvCZTexuZOTAhWpqId7At0HyIOKVNTDXqZAodh9d12nKoz2h6VStaeGYty4+1D4flvNBgI+BwsSwvOzYwkhpQo6trtGTcfKwS58uVJnafXk79G58RRzD/dIJSNYzcZDovIyO3vZx7k0dpuZeq0uJRSXFWu7nVYy2SINiZ31M2NyFrQ2i5FqrU5NYFUNHa2GDKhQFAj6XDyYF4PJcNAt5awEMDV6fFJTKNUoLB39bCsKjA8lKJYqhMNB9JpKtVYjk8kf0KI+/Yx53HIJ5NDJ65ABIAA2q5nNre6/2dBJ7f5PfuxPPLaXbbfbFItFstks2WyWpaUl8vk8qqoeAxtms/mVBhuvU7efTb2SwOJpUaHg6e6E12o1FhYWWF9fJxqNMjY29kx1FN3qZaNCPW2gtLOf56d//je5fHUWj9PC1l7+RB6soii8c0B9ElF2JgfjrGxluSHYIQx47AQ8Tt690n3yoVMV3p7qE05IAIZTPlZ3CmwLUqXDfic2i4mb89139juJ2z28e637hERVFb463cteroLfZSYVddNutSlXG2QKZTZ38xTLnUYr5LNjs5i4ImgyNZ3KG2PJz0VVerISIRdt2twVTF30msrZobjkueNceyA+d8hrx2TUhOdWFLg4meLyQWNfb3zqcPVkjfUGWdrOYjYaSAfc2Mx69JpKs9GiVKmRyRbZ2ctjMuhJx7zcFQA+OBBqS4CKWNBFLl8iK7DmVRWYGo5LTSBG+yLcm98Q7m4bDVqHgiRBqeqNubgmcW6zUU/AY5cSdU8Mx7lye4lWq83mKVQgj9NG0OfA67ZQbzTweZ3kixV297In0pxkxdqP0rNl9BJDfREpWhNAIurnzowY+EXDHmYWZAGAHKgxGDT0mk4KfCVjfm4/EE9qHp3/+ilZISajnqDfhcPeySKymAwsrWxSqda7PmPcnwGAjA2lpDUgP/4jf/RIZoWiKNhsNmw2G9FoFOg00IVC4THYmJubo1AooNfrj4ANp9OJ0WiUOu/LUM97YvGqCMVfSWDxtFyh4OlMLFqtFisrKywuLuJyuXjzzTexWCxP5fq+13oZJxZPCyh9+73b/Mf/9f/M5u6njYGmU/F77PjcdmxWEzpVpQ2YTUbuzq/T7adEURQunhmQoj5NDsZZ2chwa7b7A8rvsRH0OoWgQuHAsvSWWOA7ORjn4eY+6wLxrMNiwOMwc0kAKlAU3pnq5btXF7qe22U3MzUYo1xroNfpCHqt1GpNssVqJzvikG2ow2okHfPxnow1riRVaTgdYGu/cIyq9GTZzAZ64z7eF+hIOudOcfmG+NypiJtqrcHiWnfAp6kK50fjvCfR2E8PRJhZ2qJcrbNPmbVTEtnddjM9CR+1eoOJ0SSa2gk3Kxar7Gby7B96Pd6QdH8K+eyUy2Uyue5TEkXp0Jo+kRCoD6aDLK6Kxd+aTmUgHeSmhD5ltD/C7OKmUDSrUxXSMS/3JIDXYE+Ie7NiO939XJFkzMOlT45/dzthc3YcVhN6vQ6VDnXHajaRL3YHarLOTn6Pg82t7pauj+pJYfVpZTbpoY2UVmOwVx7UjPTHpNZazAaKxTJ1AYgHSMUD3L5/+ne4Uq2zdEB7nRxN892POtobg0EjFHDhcljQazrq9TqZTJ6dvSztdpugz8l9CbqY3WZh8aFcDsb5s8P8vguTwnWPphUOh4N4PA5As9kkn88/BhsbGxsUi0VMJtPjicYjsPGiNjifdb2mQj2beg0sPmd9HmDRbrfZ2dlhdnYWVVUZGxvD4/liWMW9bBOLp0GFqtbq/M3/8f/gf/qnv3PsWI1mi/WdLOs7nd3h6ZEky2u77B4EfKmqQtBjx+fqAA+DXqPZbFOpN7BbzLx3o3s6tnIg+r50bU74wB/vj7K+mxOCD6fVRDrm430Jy9KLZ/p578aCcOoylA6RyVdY3OguzLSY9Az3hKWC+YZ7Qrx3c4nqKVQLq7njFpQIuUFRaTRavDka6wTa7RfYzR5tuHSqwvlxuYnGueEodxa3hJa3frcVl93C9QfiBOGL0ykuSZx7OOVnY69wRGdxUhn1Oib7Q3wgAWjeGIlxa0Y8JXHZTYS8Nj7pkvptNGiEfHYGkwEKpSpnxlPU603yhTLbe/lju+tel5l6rcp+Tvzb++ZEio8kgEo65mNj+1P60GmlKDA+GJOafvQlAyyubAvpjQrQG3NLgYpk1Mvqxr4Q/EAnqO80q9rDgnKXw4LFpGdju/Ob47BZCHjt2G1m9Jr6OLNjey9LfyokbRdrt5lYlNAWDHwGANCXCnPrnvi197hsbGzLgZqJ4aT0+QNeG4sr4swKq8VIpVKVooolon7uHJqA1GoNlld3WH4CtxoNeqbH05TKVYYHe6jVauzv59jLnPwbGY/6uNMF2Dwqk8nAX/7zf0y47rTS6XS4XC5cLtfjP2s0GmSzWXK5HNlslpWVFcrlMhaL5RiNStO+/O1ju91+7Qr1DOrL/8n4HspkMlGv1w/SPj/fS/C9Aot8Ps/MzAzFYpGenh7C4fAXCjm/bOLtzzuBuTe/xo/8jX/ITcHI36DX8cZ4L5euHtVItFptNndzR6Yc08Mpltf32M0UUBSFgNuGz+3Abu0kbrfaHa52sVzFYbfwXQH1qeM41cd7ErSrgYNm8JogkdhmMTLcExEmeAO8PdnDlbsrpwKARxXy2lBVhU/udj+3TlV5S0KkXSzXsFmMXH+wfmITbjF1qCpuhwWH1YjJqCeTrzCc8rOVKbKbOXkScWEqyfu3Hgpfy1TYTb3RYma5O2dfpyqcH4tLgYrpgQj3l7eFgMZuMdAb8XBFqPuAd8YTfHz7oZAu5HdZcNnMzAiE7NVag4jfyTdPSDAHcNpMBDx27BYDSquG0m7RaKkYTVV2dvOnuqKdn5QDFbGgm1yhJNSIAJwdS/HxTfEx42E3u/t5IVCBjlbiE4ljepwW8sWK0BIZ4NzE6aDicJkMGj63jfnlTwHAaQnX/akgC2v7JOJhbBYjmk6lXq+Ty5fY3s0cAZljg3J2sV63nU1JADA1mpLSVaiqgsdlk6JqRYJuZhbEIB4gFXVJgQqAnkSw67TiUZlMeur1BnUJoOh2Wrlxd+mY+5TFbCLkd+GwmVB1CpVyFZNJL53D8R987fvxehzHdAKfh2qjaRper/eIUUytVnsMNvb391lcXKRarWKz2Y5MNhwOxxeqh5Gp1xOLZ1OvLLAAqFQq2Gy2z3Wsz9qA12o15ubm2NzcJBaLMTEx8YVE/q+pUJ/Wz/3qv+Kn/odfF1pipqJ+NE13DFQ8WZpO5a3Jfi5dnX38Grfbbbb28seE0BODcbKFEjPLm/hcVvxuO3arGYNeo9VuUyrXyeRKFMo1UlGflJ7inakePr69JNy1TkW9gCpM8NZ0KufHe8TUJ2B6OM78yq5QKG23GIiH3FIi7QtTPXxwc/nURrVUqbO4tkej2SSbLzP/hKjWbNQT9NpxO8yYjQZUVcFmMbG0kcFlMx6beByukXSA9V3xVMFk0BjrDfKeIJwP4PxonCv314Q75l6nhYDLIszmgI724j0J+9ewz4FRU1k4RXh8uN6ZSnO5y/uTLVTIFip47AaMBj1be8XHf6dTVQIeJ16XFavZgKZTaNQbOG0mbkkItYNeB41m4wgd67R6Q3L6ETywnxVpPwDenEjzsYSo22bp3Nvhez+tJofjXJVpwBWFgXSIWxJuTZGgi63dPNl8ie3d4yYLiqLg9zjxum2EfA5KpQr9vVEymQI7eyfb5up0Kk6HhfklMV0nHQ9wR8KBCjp2tTK0KqNBQ6dTqVTFtCqf28La1unmEodrajTV1VnqcPWnI9y8KwYAOp2KyWRgYztz7O9K5Srzy5++hnabGaNew2C0EvS7sFqMQItCscz2zh7VQ8+f3lSYP/aH3qHVanXCTw8cLh+BClVVH//vz8vpNxgM+P1+/H7/4z+rVCqPKVRbW1vMzs7SaDSw2+1HphpfdNvb18Di2dQXr6N9DvUIWDxC3Z+nZIFFs9nk4cOHLC0t4fF4vhA6im71mgrVEWj/+N/6Jf7ld28I174z3c/Ve8tCEWEi5MViNvGuwPXpJMvZnf0CO/uFY2uH0iEaLR2La1sMpwM4bGb0mo5Gs8V+Js9+rsR+oYpOVZkeTnBZAgC8MZbi7sKmcJfV57YR9DilQMXFM31cvr4g3OVMhl1Ua03uLMgIxOVoReN9oY6QOXdcyFyudoDH4lrHTnasP8K7l+8+/nuLSU/QY8fttGA26FFUhWq9gVGvZ3ZlVwgqXHYT0YCTT+6JpwoXJuW0FxG/A5OmCqck0NFzvCcB0BIhF61Gk5XNjHCtCFQ8Kp+zQ/vb3D36uW22Wqzv5Fg/JGB+ZzLNdz7oAGO71UTAa8dpM2PU66Ddplypsp8r0mw0MehVViWu842J41axJ5XTbsZo0LGyIXbhOTuWlAIVRoNGOOBmZlHcgKeibu7OrkpNAM6MJaUC+Jx2C+02ZPOng692u83Wbg6fx8Z3P3pwZDpnNGgE/E7cTgsmg0az2aRUquB12/jkhniCabeZKZYqUtkOIwMxKaoWwFBflBsSTb1Br0PTG6jVxeAzEfVxT9Iud2w4IQUqAMaHk1yTAEsA8YiPuwfUqiffM1VV8HvdeD12LCY9/9F/+G8e0T0c3qBqt9tHphjPAmyYTCZMJhPBYPDxecvl8mOw8WWxvX0t3n429coDi89bop39drvN9vY2s7OzaJrGxMQEbrf7c5/3WdfLRoX6rMDiJIH2SeWwmxlMhbl8TTwpeGuyj1szqywLmpeg10HA6xRazgJcONPPR7cWH08fTgIeAMmIF4fVRDZf5K3xJJqmo9VqU6zU2MsU2djNU280UVWVd6Z6pahPIz1hdjMlbs91pySYjfqDxG0x+Dg3muDuwtapqeGPymbWE/E5pEDFO5MpPrr9UNjgBDw23A4LH90+usPasXXdY2HtUzrFhakeLt9YpNVqY7cYCXntuOxmjIbOT2q5Wmc/X6bRbKFpOu5IWLXKWtSmI27qtQbLG5mu6xTgwmRSClT0xrwUihV2M+Kd9bcnU1KgIuy1AsoxUHFSvTOV4oNDx8wXq+RPsKL1OC24HRbKtQZ9PVEsZj06RaFa61B7tnayj78LZ8aSUvQns0lPwGOTSvSeGIxxo4vu5FGpikJ/OsQtAdUQIBJwsL2fl2rA35hIS1GljAYNv8fOrMRUIRH1sry6e4zyV601eLi2y8O1T6dXZ8ZSvPvJPC6HlYDXgd1qRKd2Xv9MtsDObpZWu40CxEIe7s2KwbTf52B5VS6Fe2IkKQUqAAZ7Y9yUCKIzGfU0m00pu9xQwM2cpLPVYG9UigIGnWlNt2lJq9VmczvD5naGH/n3foDBvviRv38SMDwJNJ4EGyeBjM/T8CqKgsViwWKxEA6HH59bxvbW6XRiMpleSMP9emLxbOqVBBaapqFp2lPJsujWgOdyOWZmZiiXy491FF8WtPqyTSxkqV3dBNpP1lh/jJ1MgY8EO1JWs4GJgSTvXRc362dHU8yv7AjTtp12M/3JkDBtG+D8eJrbc2ssrZ1Ob1FVhcFEAJ/HQaPR4CtTPTRaLQrlGjv7BTZ2c0ccct6Z7OXjO8tCOlXU78RiMfGByN1HUTq5E9cWha97T9RDpdbkwcPuAK2TkJ2SolP1J/zkSlVhQJ6qqp1jHnJfypeq5E+Y7PQn/BTLNYrlGkNJPw6bCYOmo9lsUazU2M2W2NjN02q3eXtCTkw+nPKzs1dgX0DX0akKb0q6RA2lA2zv5IT0NEWBN8eSUsdMhl1UKnV2MmJQcWEyzfsS75HXacFmNTF3kD9x0mRFURT8bjvjAxGKpSrTYynq9Qb5QoWt3eyxMD69pqMn7uPurJivP5gOMrO4KRXYNjWa4IqEo5XfY6fRbFEqizUdAymvFKhQFBjoCXPznhgAed02KpWaVFr3cH+E6wc5PJlc6cTEcr2mI+h30pf0Uy7XGBlMHlB5MidOczWdis1sYlsihTsa9jAjkWsB8ing0HGhkplA6DUdBr2cta3baWVzOyP1zImFvdLTksnRNH/mT36fcN1JYOEw2HhEoTq87vBu+tMCG19029vnCSweAbxXoV5JYAFPL8viJGBRrVaZm5tja2uLeDzO5OTkF1JH0a1eRY3Fvfk1/ux/8fPcFuyyqWonm+KyhD3sQCpEpdoUggq9puP8ZK8wmwJgpDdCJl/mY4H2waDXcW40LTVNGemNsL1XOLWx1ms6gj4HQa8Dj8tGpVpneihGvlhha6/Azgk73RMDUR5uZlnd6d6sW0x6RvuivCuRFH12OM79pR0hRcts0BHzW6VAxRujcW7Pb1ESNAx2i4G+ZPAIqDitzgxFub+083jycppA3GY2MDUYIVeo8vZYAp2qUms0yRYrbO4VyBwCEFP9YRZWd4XTHINex2RfiA8l3L7G+0Isr+0Jj6lTFaaH43wgccy+uI9MriikiEGH/vS+hPbD67ZiNRlYWusuwm2328TDbr778eyJmhu3w0rAa8dhNaLXVOwWIysbe9isxq5hfcmol42t7BGe+2l1Tlp/YcRi1rPcBfA/qoFUgMUVMe0NOsF2MgDEbNLjsJlZfCie1MQjJ081nqx6o4nPbeP3Pjgu6Pe5Hfi8NqxmIwptypUaLoeFT66Lf5+MBg2FjtWrqGIRr9SkBGByOClNaxqRTAwH8PucPJgTgyC9XocCUtMSu83MT/0/f/h7boRlwMZJIvBH53saYOM029tcLvfYiep52t6+nlg8m/pydbtPqRRFwWg0PpWJxeGGtdlssry8zPLyMl6vl/Pnz2M2mwVH+GLWyzax6EaFarfb/E+/8m3+f//kmxg0lamBMBazpdPg5cts7mbJHTjPRAMunA6rUCMBcPHMIB/eXBBaTMZDHqwWkxhUHFjOvn9j/lSh8uFjmo16CVChcPFMP+9f737MeqNJu90mX67yyQnp4RaTgZDPgdthwWQ0YLOY2M9X8LksNBrNE3f0AaIBJ2aTkY9uS2Q/TPdy+fqiEMzFgk70mo6ZVbETzIXpNJclsiwifgdmk5GrEjqJi5Mp3pNwk/I4LIS8tq6Tikc0q764h2KlzlhfmHK1zl6mxMZu7th7ZjHpGYx7uSJw3AI4MxThweIWlWr3z6deUxnvj/CxxHs0kPSzvZcnJ5h+QIei9oEEqPC5rZiNBpYF4Y0AZ0fj3Ly/eupneT9XYj9XQlUUzozE+dYhRyuX3XIAOkzo9SrNRsc6t9FsUi5V5dynxlNSoEKv6YhH3NwT0AgBkjEv69tZ4Xce5KcaqqLQmwhw+4H48+xxWalW61JTjf50kHun2Fzv7OfZ2f9USD09muLSJ3PYrGZCficOqwmdTqVarbKfKbC9+2nCtayuwmTU02q2qdbEAOSzOEuN9MuDiqmxtLSuYqQ/Li0Y/4m/+McJ+l1Sa2VLBDYeAY5Ha06iUj357z9r6XQ63G73EYr487K9fQ0snk29ksACOjqLp0WFajabbG5uMjs7i8FgYHJy8og39JexXkaNxUn3s7a1z4/+jZ8T6hmcdgtvjveSLZTRNB1vTfR0GrxskfXtzJGHvsdpIx31S4GP8xO93Jlf56FAiOq2W0jHA1KuT2+Opbi7sMHDje6fb6fdTF88KDUlOTuSZPbhNqvbx8XPAKVKjfmVHaxmA2P9MX778p0jf++ymwl6HThsHR1CuwWKqrKXLfNAwG036nVMDyWkJhrjfWFWtjLC3XJNpzAQd8nlSaSDbGdKrK1031lWFIULk3I6iWTITbPd4s5C97yAfKnK5GCY33p/5hj40elUgl47PpcVu8WAQdNhNGisrO9jtxpP1Cg8qjdG49x6IHaeMhk0BtNBKaAy0hNkdTMjnCYpwFuSKd1+tw2jUeOhjKhaACoelaoonBmNc+UJoJTJl49MiB6dX6/XUaq1iCdCHdChU2g0GuTyZbZ2so930SeG4lwVTBGhQ1UaHfiUVtStfG475ZIcVWm0PyJF6QKYHpUTgBsNGi6H9Yit7WkV8jvZ2c1LZXUM9Ya5eeAWVShWmD0BtBkNesIBJ6mYj1K5wlB/nEy2wNbO6Ta3/T2StCa9Dk3TSTlLed12Hq7LTYtS8YD8BGQgJg0q/u0ffIPf/8641NrPWzJg41k7UT0v29vX4u1nU68ssDAajdRq4h8VUTUaDXZ3Ow1Hb28voVDopfjgvGxUKFVVaTSOPvD+6b+4xH/2s7/yeBpxWjmsJgbTEb713u1Tjq0Q9jnxue1EAm5qjSalco3hnjDb+/kTBdUmg8aZ0TSXr4k1EmN9MXayRa4IGhG9puPN8TSXJMDHYCpEoVTjE0FgmKoqvDPVx6Vrc+KU6KgXVdHxwQmC2SebtovTfbx3vZO3oaoKYY8dn9uGzdLZtaw3WuSLVcq1OiaDUSrET1ak7babiYZc3JoVizDPDEW4s7BDRUBVsJj0jKRDUqBirDfIylbuWBP7ZCkKXOgi6G42W6xt51jbzhH1O9DrtSMJ3S6bmZDPjstmwqDX0W62KJaruO1mPr65SFMw+bGY9PTEfFyXSKoe6wuztLojzN14BCo+lLJ/taNpKisCkTp8FlDRWfuJxPTF67Z2gNoB6M+cAlb9bjujfWEq1RoTIylqtTrZbJGNneyJU6tuAXiHy2YxYrMYpKhSvakAs0vbtCR+s/sTHilQ8Vm0GjarEYNex9bOyRsPhysScLO6sS8MoavW6hgMGpc+mTmyVqdT8Dg7lqxmo4F6o0EuW8DntXPjjlxTPzogNylQFQWX08qcRLaGxWygVK4KJ5XQASsrEu8rQDLm5y//6B+WWvusSnay8SydqL5X21un04nVaj0RQDxJ/3pdT6deSWChKMrnnlhUKhXm5ubY2dnBZrNx5swZdDrdU7zKF1svIxXq0f3sZfP8+H/1C/yL794S/rux/ji7mQIf3jzd0ajVarOzn6c3EeSbl28da8AtZgMhr6tj22g0oNd0qKrKwsoOJoN2etOqKHzlTD+Xr4sD76IBFzaLSQpUXJjq4+M7y8IgO5/LSiTokZ6S3JGwp7WaDQd6ik9fz1arfcx6FGC0N0yhUGKznKEn8ohmpUdBoVRtsJctsb6Tp95s8c5Eincl9BTpqId6syUFKqYHAlx9sIGoV/O7rXgcVj6W2NU/Pxbn2v11qoJdXaNex8RARAqo9Cd8ZPIVVreP7upnChUyT1CSLk6l+J2rSxj1GuGgHa/TgsWoR6FNtVJjP1dicyeHxaQnEnByS2IHfHIwwuySmFKlHoi/pUCFz4FOVVjdFDeqZ0fj3Li3KhRVq0rHKvYTCVG1x2nBapKjX3ndNj66sXAs50anqgR9LrwuKxazHtodN7MHC+t0INbpHyxNU0lEPFJUqbDfye5eQYr+Mz4Y47ZE/gXIazV0qkIi7OWehKbAbjOBghStLOx3srmTPQZAms0223tFtg9lg/QkAtye3cTn9+JxWTHqNeqNBtlsgc3t/SMTjvGhhPSkYGIkxbXbcrSmnmRIKl1cUToJ47MSNCy9puNv/md/CpPRIHUNz7NetBMVfH7b23a7/VL1bV+UUtov07b0Z6ipqSn+6l/9q/yRP/JHPtO/azabLC0tsby8jN/vR9M02u02Q0NDz+hKX0ytr6+zsbHB9PT0i76Up1KLi4sUCgUWNgv8la//U7b2urvVaDqV85N9vHd9TsjpT0f9aHqNmSVxs3phup9Pbi9SOWgCHrnY+D2dxG1N18mfKFZrOKwWKdenN0ZTPFjaJHtC6u7h6tCU4nwgwQEf64uyncmzeUKo1uHSqSpvS9rTJsNedKp6LKDupLow1cOHt5aE0weXw8JAMkipUsP+aNrRbJMrdETlu4cC1KaGosyv7JLrQhGCjqbg3GiC926Im4RE0EG13mJTIgDt4lSKSxJ6DrfdTDjgkLKonRqIMLuyS6Eknr7K2tmGvDbCPgfQxmY2oAL5fIG9bJFsvkq98WkDPz0U5d78ppD+olMUzo3G+fiW+DUN+xygwPq22CnoWYAKt8OCw2YSCsWhI6pe39wXit8B3hhP8dHBNM9s7NB8XAf5Gc1mi3yhY5dbrtSYGklwXTBNBHDYzNisJtY2xQCoLxVgZW1fCoD0xFzMr2SE66CTai4T7KfTqfQlg9yfFzfUVosRt9PK6ob4PfC6bLSBvVMcyPSajlDAhcfZCWOsN+ps72TZ3unu2tSfDjO3tCGVLTIxnOLG3UXhOoDp0bQ0WPmLP/Jv8cN/9CtSa7+IdRhsHP7vYReqpw02TrqGw7a32Wz2se2tTqfDbDaTSqWeue3tI7BlNBpfel3HKzmxgM+usWi322xsbDA/P4/RaGR6ehqn08nCwgLlstj95MtWL9vEolSu8N//0rf4P3/3jpAukIr60DS93O7/mQGu3FkUpnJ7HFbScf+xVO5O4naOrb1Pm6ipoSQbWxlu7j3EZNTjc1owG3Q47FaMJhPVWoO9XIntvTxTQwmpiUJPzE+rhRSouHimj/dvLAhpJT63jbDfJQUqzo0mub+41ZX3Dx1O95nhuFTgXm/cR7Xe4sMuzaLVbCDsd9IX91Ms1xnvC1Es19nNFlnbzh2jA7nsZuIhtxSoGE37WVzPUKwIdupVhbfHE1JNfTzoRFEVKVDx1niST+6uCsGXQa9jSnL6kQi5aLfbXHtw8u6zoigEPQ4CbiuJgINypcZQb4hcvsz6dvbEKZhOUTg7IgcqIn4HrTZsPEVQoShwbizJxxKgwmkz43KYWRDoaQD6k342tjNSoOLsWOLI+cvVOvMPT+btXzzTx36uyNhwCp2qUKnWDrQFR5OwDfqOteuMRK5C6DNMNUb6o9yXmD5AxwHrisRUA+Q1KKqikIx6uXuKCPxwGQ0aDruZhS7OVvVGk4dru+zt53G7bKysd8CKwaARCbpxOTqBorValb39PLt7eRx2Mzv7eSlQEQm6eTAv50LVmwhK53CcPzPAn/wjF6XWflFLhkJ10vqn6UTVzfb29u3btFqtF257+7LVKw0sZO1ms9ksDx48oFar0dvbSzAYPPIFeBmHPi/LfdXrdb71ex/y1/6//4wFCVrDW1N9XLv3UGhr6HHaTgQKJ9XkUIL1rQyfCHb1NJ3KW5P9XLo6+/i1r1TrrGw9ooN8unsXD3mIh9zMLG0w1hvGbjWh0+moN5rkihW29nKPw87emuzlxv1VCTtVI0M9YSmgMNYXYWu/yM2Z7g9/RVG4MNXHpWvzws9T+MAZ5j0Jp6A3x1Pcmt0Q3lO90cTvsfNbl+8d+zudTiXmd+BzW7GYDJgMGigqy5tZrCY9xS56gXcmU3x466EQfJkMKumwi0vXxc3EUDrA9v7RKctpdXEqLQUU7BYD6aiXD2+LefKDSR+72VLX87fbbTZ28/TFPHzzg5kjjZeiKATcdgIeG3ZLJzitXm/gsZn4UOI9jQSctFptNiQyDT4LqHhjPMnHEhodh82Ez219nJPRrdIxL9u7ua4WtY9qeiTOtTsrUr+n5yfTXD7l+2fQa4SDzgNKoIbNbGB1Yxez2UC5C7jpTEJVNk/InXiyElEviyvbQv0NQCJs56qk+9GZsTRXJNdOjSW5KqEBARjoiXBTkn6UjPm5cygfqFZrsLhyHJDYrEYS8TDNVpNoxE+5VGF7N0vuhARzvaZDp+mkbHCtFiP5Yllqw87ttPHX//LXXkr+/+dxojrt33/WemR7azabcTqdpNPpF2p7+7LVKwssZHIsyuUyc3Nz7O7ukkgkSCQSx/h4L5t70qP6sk8s2u02a2tr/Pe/+Bv8o39xlZpgV9fnshEL+3j/uninfHo4xcrWniRQ6OPS1eOOPk9Wx3LW/D05SZ2WDu51WRnrj1Oq1DgzHKfdhmKlym6mwNpW9kjz0JcIUKs3+UhiR/HimX6piYbbbiEZ8UkBlYmBCKubWe5vd9+pVxSFC9O9Uinefo8Nv9t+aqBbs9liZSvDylaG6aEYt+fWj4TEeV1Wgh47Dpups6PZaJErVAj5nPyrjyXO77ZiN+u5uySmc5wbjnJncUssflYU3pEM0/O7rbhsJm7MSOgkBsLMrYgzMgC+OpXi8gmvabvdZnOvwOYBzdBs1BhMBfi/P5j9dNLhsWE3G9BUpSNyzpXY3Mri99qpN5psCah38NlAxZvjST6SABU2i5GA186sICARIBnxkM2VpCx1J4Zi3LwvvlbogIqPukwUa/UGS6u7LK3ucm4sybcPWeX63HYCXjt2ixFoU65U2d3Pk8+XD3bUxZ8Bj8tKuVI7FiJ4UqXjPja3s0L9EcDoQIxrkpqGM2MpaVBxdlxOAwId+pEssBnsCfPxjePfb7fTRsDnwGYxQbtDXfO4bFy7Jf4tAEjHg9y+LwOCFP6L//RreNx2qeO+DPWinKgOu0I9L9vblxEsPlmvNLA4jQrVaDRYWlri4cOHBAIB3nrrrVPHYS8rsPgyTyxyuRzvvv8J/8s//5C13RLhgIu1rcyplJHpkRRLa7tcE+x8GfQ63hjv5fK1WeFrk4x4MRkNvHvlgfB635rs49bMKg8F7jdmo56p4ZRUgndPzA+Kwr/++OTzazqVWNCJz20j5HVSrtYpVWoY9Cpr29kTG9yO8DomBRQGU0HyxRrX7ouFoheme3n/xoJQoO60m+mJ+aVAxXA6yF6uIkUpujiV5r2bS8fOv5spPp76QOf+h9Mh/tWHD7BbjIT9Dlx2Mwa9nmarRaFUY2u/yOZegd6Yh1KlzvxaRnj+8bSbqw/WhLvEJoPGWF9YavqRirip1ZvMPBRTes6Pxbn2YE2Yoq4qcGEyeSKoeLIcNhOxgJNr9zsTrUeTjo0TgENvzAOqitNuIRLxolOgUqmxlymyuZ07Ql38bKDiU01Dt7JZDIQDTmYWxZaq8ZCLYqlyYur0kzU2EOXu3LpU/sSbE6muoOJwvTGR4qMnBPA7+4Vj7nOPdCWZXInRoeQB3afOfrbA1nbmyOfNaNBw2i1dKUWPyue2UyhWpHbp/W4LMwvrUpSigZ4Q1yVpQhNDCSlnK4CpkaQ0qJgePR3Y7GeL7Gc//T2YGE7w4Y1Fgj43Po8do15Ho9Fgbz/P9m72yDNiYiTJTUnHqj/xh9/h/NlBqbUvcz0PJyqR3ezzsr192eqVBRYnUaHa7Tbr6+vMz89jNps5c+YMDoej63G+7Dv7p9WX8b5qtRpzc3P8k9+8zC/884+POBSpqoLXaSES8Dy2NK3W6jjsVj68uSB0KemJ+1FVnRT16e2pPq7fXxbu/FnNBsYHkrwvART6EkEarbYUqHhnqo+r9x521X00mi32skXiITe/dem4O5bPbSPodWC3mtEfTOnaisodiZ3Ptyd7uHp3RWjRajbqmRiISgnUe+J+6o0mV++Jgcrbk2mu3FsVul4Z9DrODMel3KSiAScmg4GP73TOny9VyZ+yu/3mWIJMoULUb6c36qbVhkK5xs5+kfXd/Ke7vAeNugxQcNnNRPzOx+fvViPpAOu7eank64tTKS7fEAvK9ZrKuaEo70lcq99txWE1SYG6oZSf7d38qda7ek1H2O/A57IQ8lgplmv09wTZ3s2xu3+6YF4WVFhMeqJBN/cXxNcaDTipVuvsnZAy/2QN94aZXdqiLgBr0KFqyYjKAd6cSPOhBABRBGJ1TdMRCTrxOK2YDDqsZiPLazsYDVrX743JqMduM7IkkQLucVlpK6oQsELHWvjh2o4UAEnF/dyfX5fa+OpLBY/Qn4RrH4gpgwDpRIB7c2sdR7utDOtbmSN/bzLqiQTdOO1mTAaNUrmCzWqmUOz+nexPh/mP/8N/U+oaXsV62k5U30uOxfdqe+twOLBYLN/jnX+56jWwOKj9/X1mZmZoNBoMDAzg9/ulRlYv88Tiy3JfrVaLtbU1rly/zTf+2cd898rxRrXVah/ZgR7qiVAs1/joYHfK7bAS8rtw2MwYNI16s0m+WGFzN8tQOsLHh5ycTiuHzcxQOsx7wrRrGEyHKVfqUqDiwvQAn9xZEp7fZjEy2hfjsgSdqyfmp91u894paw/vgL410cuNmdXHQMluNRH2OXE5LBj0uk7jXKqykymQjvq5JNGox4IuTEb9iZkXT9YbY0nuzG8KaTo6VeXtybQUUPB7bPhcVt6XsD4d74uwupVjdUvCzWo6zXs3lk5tkIx6jbDfQdBjw2U3UyjXmOwPs5MpsraTO5Fa4rMb0WlINepnh6LclaBUwSOXqkXhOqtJz1DSz0cSOo1Y0AltmJMQP0/0h1gU0K/qjSbLG/vEAg6+/YSmoyPMd+C2mzHodTQbLfLFMiGPnfckxP9mo55ExMu9ebH4Oeiz02q1TsykebIG0kEWV3ekdvTPjCS4emdZqkmWBRWdtcenGoer0WiyvLbH8toeZ8eSfOf9Dq1KVRWCXhc+jw2LUU+r1aZQLLG5naFSqdGfCkrZ1RoNGk6HlQWJYD2zUaNWrwvtigE8bhuFQkVKhO732NndL0gF9vk9dvYzBaERAoDbaSWXL1PrAsAq1Trzy1vYrEYcNstj1y6v20HQ58BiNtB8wg7XZNTzN//qn0Kvf2Xbss9coqlGq9Xq6kT1tHIsZG1vh4eH6enp+dzn+6LXK/sJfgQs7t69y6//+q/z1a9+lWQySTwe/0y+xl+mBvyz1JeFCrW/v8+DBw/47tV5/v6vXmY32303UdOpvDnZxwc3jmZD7OeK7OeO/lu/x0E85OHqnQXiQTcuRycwq9WGfKnCzl6ejd0Oz3isP8aeIO+iUwoXzwzwwY154UPMaTczkApzSQqohChVGnwgwTl+Z6qXq3eXhU5WRoPG2eHUMaCSL1aOTXiiARcOm4lPbi+QjrjwHGR20IZi5cCF6UDXMT0UY35193Hw2Gn1WfQUHoeFWNgjBSqG0gH2s2XuSjTq70z2SIXuaTqVN8cSwiTvar1BoVTBYtLzwRMuSQa9jojfgddpxWTsiANb7U4exb1FMUXl7fEEH95ZEVLKdKrCm2NxKVDhtpuJ+GxcP8Ul6nD1xrzkihW2u0wSHtW54Sh3ZjeEeR7QAUDvn3CtxXKN2eVPd84faSq+88k8XpeVkNeOw9oRkVerdfayRba2O59Bo0EjHfdxRyKnI+CxoykK66ekzh+u3qSftc0MZQlgNzkc49aDFald+jfGU9KgQqTVOHLcJwBIq9VmfTt74r2+c6aPfKHMxGga2m2KxQobO/sUTxCwywbrqQoEfHaWDwU7nlYGva5D15IAKyajHotFbrJiNGjYrCaWThByP1l6TYfHZWNuSfzboSgQD/u4O/vpxGR3P8/u/lE6oEGvEQm7+bF//98gGQsIj/u6upesE1U2m6VQKKDTdShsT9uJymKxYLFYCIfDQCeq4MvQUz2NemVzLH7sx36MmZkZLl26xB/6Q3+In/u5n8NkMn3m4+zs7DA3N8f58+efwVW+uMrn81y9epWvfvWrL/pSTqxqtcrs7CxLD9f4X795m9/41zeE/ybstWM0GVmU8Kd/Y7yX2aWNY2DjybKaDbw1NUAmX8JsMnQE0uWOcHJtO3uEC+5z24gFfUItB8BoX5T9XJm17Yxw7YUz/Xx0a1FIObCaDYz3x3j/BGHik5UMe9HrNWaXxQ/bsyNJZle2yQqSpPWaylfPDrCXLWIxGwGF8gG1ZHU7eyQfwWEz0RcPcEWC+tSX8FOuNljdEjd+b40nuXZ/VUjTUlWVdybkph8eh4Vo0MVNiSa1N+alXKmzJuF8dG4kzp2FzvTBqNc6oMNlwWTQ02y2yBXLbO0V2c6WGEu6ubWUER7TZNAYSvm4PiPepY/47JgNGksSbmqjvUEebmSFKfbQAUCf3H4oJWj+ynSa9yTeA52qcGY4zkeCRG29piMd9RDxOWi2mrSaLQrFKls7uRNzYHxuK2aDxqoABEMneX4/VxJ+DwDGBiLMLm5J7aafGU3KTzUm03wsPdWQn4B0Aysel5WQz4HV3BGO261Gbt5ZkgrBGxuMcFsCtAIkI06W1sTfcYDxobgUsAGYHE5IOUtBR69xTVIr8VmcsL72b7/FT/6FPyq19nV9vmq32ywuLjI/P09vby/xePzI3z8rJ6pH05Hvpc/8stUrN7FoNpv8w3/4D/nH//gfE41G+Y3f+A3efvvt7/l4rycWz7darRYPHz7s/DBsFPnZX/oOq6JwKEXh7ck+rtxZoioIMrNbTYz1x3nvmlhLkYz4MJuNfOf9Oyf+vaZTiQfdB44tHc//ze19gh4re9ky9RN2lhWlM9G4fH1OSszcnwxJaRT6EgEajaYUqDg/3sPtuXVhirZOVXh7uo9LV+ckQt8spGJevvPBcdtX6FAwIj4nfo+NgMdBG4X9XJmeqIeVreypoOn8WJKbcxsSbkqd0D2Z6YfTZiId8UmBip6Yl1q9KQUqzg7HuLe4JeW8dHG6h8uHKFXVeoOFtT0WngDFOlXh4mSK9Z08ZwbCaDqo1urki1V2smVy5U8bV4fNSMBllgIVPREP1WpNClRMD0a4uyhO3ga4OJnkfQlNh6LAOxMpKVBh0OsY7QsLQQWA0aDDoKkn0iVddjNhvwOH1YSmU6jXm6hKm1sS4DYRcZPNl6VAxXBviPnlbSlQMTkU4/rdh1K/xefGk3wiQS2EzzYBeXOi+wRkL1N8rDs5N57id97vGEZ4XDZCPgc2i/HxhGN9a+8xpXJ6VL5J/0wOUGNJrkpqVs6Nyzf/Z8ZS0oLxieGE/HHH0/y/fuzfllr7uj5fVSoVbt++Tblc5o033jimoZW1vX1WYX4vS71SE4vvfOc7/JW/8lcolUpMT09jMBj4B//gH3yuY2YyGW7fvs2FCxee0lV+MapUKvHBBx/wfd/3fS/6Uh7X7u4uDx48oN5s8Wu/c49/9M8vCx+4Ib8Lv8fJTQlRXjLsolSpS1E5LkwPcPXesjBHwWjQODua5vITdCZVVQj5nPjdDqwWI6qiUKs3sZhNvHd9Tig8Hu2NsJ8vsyZBz7gw1csnd5aFGg2DXscbYz1SQCXg6YClWxIhVkPpILlCRepaz0/0cHNm9QhQUFWFoMdOwPPpa1WpNXDarVy6tiCcPjisRvrifqnpRyriodVWWJZoqM8Mx5hZ3iEvAGDQcZ66fGNRSHvpUKqSXL4hkbtgNZKOern+4HRQYzXrCbgtuK0G2q0G5XqTcrXFbr56arDfaE+AzZ3TBdWH683ROFfurUo5H12ckgMKmqrwxmicjyQC9cwmPX1xvzBPBcBlNxHy2pmRsJT1u62YTQaW1/cPCcitmI1aR8tRKLOxk6FUqhEJuqjVGlL6i/5kQDpUb2wgwv2FTSkB+NRwnNsP5Gxtp0cTXLsjB1bOjia4Jglspkfk1nqcFsYHYlRrtY6Go1BiY3v/VPrY+FCcW/flckBSURdLqxlkmprxwRh3ZlaljjvYG2F2YUPq9U3FfKxvZaV0ICG/i1/+H34ct9MmccWv6/PU9vY2t2/fxufzMTQ0JG0PexKN6jDQADmw8Xpi8ZLVzs4OP/IjP8Lv/u7v8lM/9VP8pb/0l/g7f+fvcP369c997C/qzv7nrUf39cg3+kVWuVxmZmaGTCZDvq7nb/yPv8ncspjjen6yj7tz60JQodd0nJ/s4/LVB8LGrxOMF5TSPfQlgtQbjWOgAjpc5rWtDGsHbiLnRtPMr2yxly2iKAohr4OA14nNbERVVar1BruZIuvbWc6OpXn/+rywmeuIuSNcuiYGCvGQB7PRKAUqJgfjrGztS4GKC9O9UjQtTadyfqLnxMTtVqvN+k6O9QP6kMtuJh31853376IoCmGvnYDHjs1iRFFVKtU6u9kSq9s5wj4HiqJIgYrpoRhzD3fJSYSeiUTah+/rzbGE1PTDYTOSjvikQEXU78Bo0HcFFQDFcp22s8XcWoZs8Wij47AacNv0WE16DHqNZlvBbNIzv7JHtiB+Dd6ZTPGezPSBjvuV7PRhsj8sBSrsViOxoEsKVHhdFtx2sxSoCPocaLpPwWW90WR5ff9EsDnSG8Zi0DAaNJIxH8VylZ3d/IkgIx3zsb2XkwIVgz0hZpe2pUDF+ECUu7NrUk3v+GCMm/fkmvSJwRg3JRv60YEoNx/INel+r4MPr88f2TxRFIWA10nAa8ds6lD9srkiBr2OmYUNOVAR87GxnZUCFbGQm/nlLanjhvxO1jb3pV5fl8NCsVSVAhVGo57/7r/8069BxTOuVqvFzMwMq6urDA0NEYlEPtO/7+ZE9ei/T9rePikSf9UmHC8UWFy5coWf/umf5sqVK+zt7dHT08O5c+f4yZ/8yaeqnHc6nUxMTPDzP//zBAIdcVS3HIvPUi8zFQp4ocCi2WyytLTE8vIyXp+fy3f3+Nlf+Bc0mt0ftm6Hld5EiA8kaD898QA6ncq7n9wXru2Pe9naL/HJbUGDpCi8NdHDJ3eWhKJfk0HPmdEUlw/Z2LbbbTZ2smzsHN3h93vsDKaCzCysM5IOYrMYUXU6qrVOI722lXm8e9+fCFCtN/hAgu7w5liauwubwhyNDk2rj0vX5oQNtcWkZ2IgJgVUQl4HHpftRFDxZA0kAxTL9ce2s+32UdBxuM6NJtjNFHFYzVyYTKKgUHoEOrayR4DZxele3rtxPMviyZIVaUOHUpUMu6VyH+JBFzpNx3WJMLvhVICtTJHVbXGY3EDUwfJ2kUrt+OcwV6yRK37a5E71+fnkXsfG0+Mw4XOasVtMaJqOSq3Jzn7xcQ7FhamU1GugUxXeHI2fGlJ4uCwmPYMJP1fvikGg227G57ZJCfCDHjtmo8aChFNVNOCk2WqzuimeriVCLvb2C9zfOw4irGYj0YALp8OEpqrQblMqVyhKTLd6k35WN/alXKWGekLMLW9JuRkN9YZ4sLAhNV0a7gkxsyi3tj8VZG5pi4bENaSiXtY39o9NZNvtNps7OTYPfY+DPgftdg273U46YcNg0FGvN9jPFNjYzhwBBR6nlUKpKpeAbdZTLJYoC6bNABaTAU3TkT9Bf/Nk6XQqfq+DmQUx1RDgp/7yH2eo97M1ua/rs1WxWOTmzZsAnD9/HqvV+rmP+b0khyuKwtbWFvPz8/yBP/AHPvc1fNHrhQGLX//1X+cb3/gG3/jGNx6DiG9/+9v82I/9GD/3cz/HT/zET/D1r3/9qZxLr9fzt/7W3zryZ2azWZi8LVMvK7A4bMf2vENe2u0229vbzMzMYDQaMToC/Njf/qfcmnmI1WwkFfDhdlgx6jWarRbZfJmt3Sw7mcJBKvY+H4uaf+DCmUE+uT0vfBiZjHrOjvZIZVh4XVb8bpuUlqEvGaTVbB0BFafVmZH0kRC/zd3jjc+jScfkUOLxrmjAY2cvW2R1K3PsYa7XdLw5Lkd98jisJKNevntFPKlJRbyoqsL7EqBmYiDG6laWOxKWn7L5GAAXz/Ry6er8qTuSmk4lEXAS9DnwOGwUyjXG+4Js7RVZP8X29ZFIW2aikAy7aYNU6vVYX4jV7Tz7ObGg+83RODdnNyhL6BnGUm7uLGekXIcuTqeOpHnvZCvsZI9vvJiNOs4MhimUa7w9maLRbJLNd2huhdLRRs2g1zHZF+JDieRrp81EPOCUmj743FZsZiMzEsYC0YAThTYPN8TUtkTYTblaZ/sEoPBkpSIeSqXqkQDFw1Us13iw1HEvSkY8FA7WGvQ6IqFOfoTRoKPZaJLNl1jf3KdWb5KIeNjZKwj1TQA9cR+rm3IApDcR4OHanpBi+ei4K5vHm/+TKhHxsrmTlbqGkM9BoViRujeXw4Km6Vg9eN9Wnnj/jEY9kYATt9OKXlMwGjRmJDJ2dDqVeNjHgwXxWuhkZsjmYIwPJbh2e1Fq7Z/+d77KD/3+Kam1r+t7q7W1Ne7du0c0GqW/v/+Z9jHdwEar1eL3fu/3+NEf/VF+6Id+6DWweFZ15coVvvGNb/Ctb33ryJ9///d/P3Nzc5w9e5af/dmfBXhq4OLJMhqNTwVYPAqS+yJQhp5mHZ5YPM8qFos8ePCAQqFAMpXin/zLK/ydX/iNxztyxXKV2aXjTajVbOTCmX629/P0RH0MpUPUGy1yhTIb2xn2DiXlhnxOgj4nl66IpxQD6TC1eksKVAwl/axs57gnkeB74Uw/H99akApxe3O8j3eviM/vtJuJhbz89qXbx/5OURTCPgcBT0dMqddraDodcw930Gu6rjueo70RdnNFrkq4rJwfT3Frdp1iWfDdUhS+cqaPy9fFidsGvY5zIykuX5ehE5noj/t59wRx7uFqNFvU6k3ypRof3b575O+MBo2I34nXZcVk0NNqQ73ZpFxpSIm0J/rDLK3vky2IJ6JvTSS5ck+ceg0dncal63LUo+mBAFceiD+Hek3l7HDsCKg4rUwGHT1hF5dunDxR8LushH127FYTep2K2ajxYHETVVW6ghufy4LHbuaeREhd2OdAp1OknN0SYRf1WoMtCaDQE/OSyZfZy4oTtXvjPrLZolQAYfrguPsHx63Vmyyu7rG4evT6VVVhYiCGXtPh8zppNQ9+u7b2TzQmiIfdZHIlqQlIPOxmZz8vRcGKhVzSxw36HJTKVXISn3O3w4KmU9mScEMzm/R43Tbmlk7//FardRYe7rC0ssvoYJQPDj6/DpuFSNCJ3Wqi3e5kcGxsfarfmByWb/57Ex5pUDE9muKq5HHfPtvPX/qzf1Bq7ev67NVoNLh37x47OzuMj48fCbJ7nqUoCo1Gg5/5mZ/h7/29v8fXv/51/sJf+Asv5Fqed70Q8fbXvvY1vv71r59Kd7py5Qpnz54FYG5u7pkEivzyL/8yf//v//1j4OazVq1W49133+X3//7f/1LFt7daLX73d3+XCxcuYDQan/n5Go0GCwsLrK6uEolEqLQM/MW/9b9w7Z54t3N8IM5upsDa1um7kk6bhXDARSoapFKtUa7VyeZKrG1nyJ0w5lYUhQuSeRNmk56+mI+bc+Jdd7fDQjzk4YZEyFQ66kfTNGYkPNPHB2Js7xeP0adOqvPjae7Orz+2BlVVhbDPid9zYBmpKJQrdXYyBZIRL+/fWJTKcXhrood3r4onGg6riYFUiI/viHn0IZ8Dl90q1XT2xn3U6k2p3enx/ghrO/lTd5wP1xujSe4sdAL6rGYD0YATl70TDlhvtMgWKqxt58gVq7wzmeLDW8tiComi8JWpNN+VaOg1ncqbowmpSYlBUxnpCXDtgfiz6LAZSYU93JAAS16nhYDbxl0J0Oyxm3DYTCyudz6LRr2OWMDZscrVa7QOpozrO1nsZiMmvSqk4UEHKFRrTTZ3xRSwnpiXfEEOKPQlfGzvF6UcnQaSnaRwmWa6N+5jN1OUEsGnIp6OTfUTn0dFUQh4bAS8dqxmA+1Wi3q9QaFYZlkCXAV9DlqtltQUJuCxo6oKW7vi5t/tsGA2G1iTsOG1mg2EfE4WHoonTDqdymBPiDsSkyuQc2pSFIWgz8FwX4hSuUqj3mAvU2BrO0PrlPZnfEjegrY3EWBpbVeKChaPePmlv/vjOOxmqWO/rs9WuVyOGzduYDabGR0dfaFC6bW1Nf7cn/tzbGxs8Cu/8iuPe9pXoZ77xGJ+vkMR6QYWzpw5w5kzZx5PNp7F1MJkMj0VjcWLpAw9yzp8X8+y2u02GxsbzM3NYbFYmJ4+wz/833+Pn/65/0tox2gy6Dk71sPlqw+Eu7iqquCwWfit71479ncep+1x6rZe09FotjAaDHx4Uwwq0lEvxXJVClSM9oRY3cpIgYp3pge4dlfsOqWqKu9M9/OehD2tyaBxZiR1TEzearVZ3cqweiAkh0+tbN+7Nksk4MLnsmExG2m32+RLNbb386xvdxqQkM+Jx2GRAhV9cT/VRksKVEwOxni4kZECFefHU8fcpE6rC9O9fHBzSar5vzjdw6Vri48/Xx2Ky/EGSacq/L4zvexkirwxGkOnqlRqdXYzJVa2jmZ0GPU6JodiUqCiI+j2SoEKj92E32OXAhVRvwODQZMCFYmgixZtKVCRCDqp1BqPQQVAtd5kbnWPuSd26XuiHjSdgsGoZ3rc1XH7qlTZ2SuwuZOHQzLc3riX/ZwcUBhMBdjazUk1/0M9QVY3M+QlBPtD6SAbW3Jr+5J+tiQBSCrqpVA8+d7a7Tabu/nHYCrsd9Buw8ZODr/bTtBnf2znWihW2Njep3BwfV6XFZ1OPaJbOK2cdjMmk8aKhBua1WzA5bRKAQW9piMZ8XJvTo56ND4Y45rEbwPAuQm5zI52u03Q5+D3Prx/ZHJmNOiJhly4nJ1pSqlUYWs7i8tpYUaSKuW0m9jY3pcCFRazgf/up/70a1DxDKrdbrO0tPR4IzqVSr0wBkm73eab3/wmf/7P/3n+4B/8g/zmb/7mMVvbl72eO7D49re/zQ//8A8L1507d44rV67w7W9/+5lcx9OiQj0CEy+bzkJRlGfueJXP53nw4AGVSoX+/n4ypSZ/7D/5e3x8S6xPGO6NUipXpehMZ0d7WF7f5cMbJ9Nj9rIF9rKdHb23pwe4+WCFQqnTEAQ8DoI+J3arGVXt2JzuZgqsbe7Rn/Bxb2lH2KAaDRrnxnq4dOWB8FptFgO9sQCXJZr0kM+Jz+OQokn1xDrj4JMcqp6skd4ImXyZj293mtnl9T2W14/vjpqNet6e6qNYqqHX63h7sqdD39jNnTgJeGuyh+v3V4WJ3wAXp/t478aiVIr0W5NpLknkUxgNGmeGE1yScCeyW4wMpEK8e1W81m03Ew+7+defnPza6nQqsYADv/v/z95/h0ea3mW++OetnHNSZeWcOqdxWIJ92IPP8luPFziLx3iNB4wBL157jndtFoMJY5PzOAHGAbCBXS8/zgUmLPZ0zq3YyjlLFVSqHM4fJWlarVCP3D3T7em+r6svw+jtt58Kqnru53sHA1ajFqVSwfxqAo/duG2G3gs+lwmVonLyE0C4ykI2X+SuQOpRY8jBajzFrMCGs6XGzcJKnDUB2U9brZvpxbiQBKzOa2YpmmA9uTdx1mmU+F1mbCYtFoOaTCZPoUQ5cecA2VhrrYfp+TUh2U9LrYfJObFrW2s9TM290sFwEBrDLuaWY0IEpNpvJ7aeJCrw/FY5TRRLbBOF5UiC5T3SpxxWI2GfDb1GRTabQ6fV7CAc90OnVeGyGRgV8KyolHICVTYGBTxRMgla67zcESyqO9Ye5ppgD8fR9rBwEWBTjYfB0bldcrxMNsfY9DLcszyH1UiuKOHzutBpVRSLBWKxDeaXIrs+i1QqBRazUaixW5Lg5z7w76kNuYXW/BTiyGaz9Pb2srGxwdGjR7FYLI90LR//+Mf57Gc/y2/91m/x7ne/+3UlkRfFa04sRkdHef7553n729/OV7/61X2vq62tBco9Ea8GtFot2Wz2gb0Rr1diAa/4Rx42crkcY2NjzM/PEwgECAaD/NGf/xO/+Id/XdEEqFTIOdFRx6XbwxU3nQadmvaGkFDZnc1soDZYPqG/F0trcZbWdm7AHBY9PqeRlegGbbVe9Lpyi3QynWUlss7s8iuG2Rq/C0lCiFQ011SxEtngtkAT7bG2akamlukV0ACf6arl5sBU5Q29JHGuu55LdypH2cplMo62VvMvV/aeFpn0GrwuC2ajFrVSgU6rZnx2Fbns4N81o05NU3WVUJGd3azD57IKkYoqZ5kcXrwzUfHasNcGkozrA5U3RHUBB+lMnjsHvGaFQpGZxSh6rYr55fUdZEKnUeF3m7GaytKqbL5AJJ5Go1Iwu7LO7FJl2U9nfRXjc2tCMblHm30MTCwJTXaOt/jpHRUzih9vDdAzvCBkrD/S6KF/fPlAgpBM5xiaWuFok49v3prcXm+5SNGC22ZAr1FSKhY3T+pjhL02xqaWhYhre4OX4UmxUr/2uirGp1eE7ttU42Z6PiJEVmoDDiIxMamU12WmUCgKycByuQJr0STXZnae/LtsRtwOEwatqjx5TCRZiazjd1sYEJhcySSJptoq7ghENwMcaRUvlDteoYTvXnQ0BbjZJ1aAF/LZmV1cEyojNOrV6LSqPScxSoUcn8exaRaXkUplMBk0XBcI6QD43rP1lNKLvPzyy5jNZsxmMyaTCaPRiFwuF7rHU+zG6uoqvb29WK1WTp06hVKpfGRrmZyc5F3vehcbGxtcvHiRtra2R7aWR43XnFhsEYWvfe1rB143Olo+XX41/BXwcKVQr9YG/FHjYU8sSqUSc3NzjI6OYjabOXHiBPOr6/yfP/4poc1/fbiKYrEoNKVobwiyFksI3fdYWw3jsytcFZmUhJ1MLcZY2TyRX9jj1FepkBOsstJY4yOZylIoFtFrVCys7iYpsCln6hKTMynlMlpqPdvThINg1KlpqfVxQaDHwmY2EPI5hORMHrsJu9XEywckRMU30sTHFwh4rGg1KoYmXpEzOa0GPI6ywVImk5HK5FiNbWyayEtCDcpN1W6i6ynuCBCrjgYfM0sx5g8wg27haHOQoallodK7E61BekcXKsrVoNwQfmd4YdfmNJneLa062R7iztAcJr2azjpXWeoiyUimssyvxFlcS1CiTNBOd4S41j8jFDd6tivMpd6piu8xgLOdYS72VO7peOXaKbH0qa6Q8LXt1TZuDc9RKLxybbFYYmYpxszSTi/RiVY/04sxvD4HJr0auQTJVJbl1XWW13ZuxruafPSPLoo1Xzd4GZ5YEkpIaqn1MDG7KkTa6oJl/4WIr+MwpMJs0GK36BmbWdn1s6W1xA4ju1Iho7WuirnVdRpq/ei0SorFIvHNlKr7H3NXS5Abghv6Ex1hrgmQeIAjbSFhUtFY42FwdF7o/eOym9hIiaVQKRVyvG4bd/dJlsrlC0zMrDCx+bwe66jm/I0xbBY9VU5LebpRKBCNJZhfjOzwbrzxVAuf+Mh/JJfLEY/HicfjrK6uMjY2Rj6fx2AwbBMNs9mMXq9/Ik+5D4Niscjo6CjT09M0NDTg8/keqfTpf/2v/8VP/MRP8Pa3v53f+q3feiixtt/JeM2JxQsvvMDa2hrf8z3fc+B1W16MI0eOvCrreFhSKHh9R84+rMcVi8W4e/cuhUKBlpYW7HY7L/3FP/Hzv/vVihszuVzG6a4GLt8erriBUqsUHG+v4/yNyr4Lg05Ne2NYiHwYdCqCHiv9Arn5FpMeq9nI37/cs+tneq0ar8uK1axHpVRAqYRKqeT6QOUOhWqfEyS4PVxZhtBU7SGRzHC5pzJZaq/3sxRJcHOg8ob+SHOI8dlV+gTK8Y63hbg7vrjLTL2XhONkRw0DY/OYjVq6m7zoNSqKJUiksuV8+3s2RGc6q7k+MC202TvbXculnsrP7V5+ioPwTHcNL98ar5zQJEmc7aoRklRJEpvXll+zVCa343FvQa2UE/CYqQu42EhnOdJURTSeZmYpxsZem1qpnCglUtIH5YZskZQokA5xLTzTLX7t6fYAF3vEJDTnOkNc6S2Tlb2kZQadGr/LjNWoxWxQE4uncFgNzC/HDnz9upt8DAoSkLa6KkYFpxr1ISfLa2L+C5/bQi5fYOkBScX92CIVd+6Wifn9PgyZTKLKacVpNaDVKDDq1IxNLSGXSRQqbOqPt4uTirZGH7f7xV7nkM/O7EJE6PUwGTSo1XJm5iuHWUgStNT7uC3w+Qdw5B4Z1lp0g7X7ZJ9qlQJflRWrSY/TZuDjP/t2JElCpVLhcDhwOBxAeUOaTqeJx+PEYrHteFRJkjCZTNtEw2QyodFonpKNTaRSKXp6eigUCpw4cQKD4dEVDKbTaT760Y/ypS99iT/4gz/gh3/4h5++TjyiVKhKiEajWK1W4NVLhbpz5w5nz55ldnb2gd8I3/rWt+jq6sJoND6k1T0euHDhAi0tLQ+kWcxkMoyOjrK8vEwoFCIQCDA1v8rPfOKPmV1cw2o2oFQqyOcLRONJ5pYjrG+88oVb7XeiVikZHKu8kW2sriKbKzAuoHltawgQjaeYWaycrFLntxNNZFiJVk5WOd5ew8jUMpF45bShcjP4HPGN8qmlzVw+/TIZtMhl8k3z7wZzSxGOtlZza3Ba6HS8rcbJ4ORqRTlTOfmqnou3xwS8DDJOd9Vx/uZoxc20UiHnZHu10PRDpZRzvK26Yju4TqsiXGXH67KQyebJ5gtE4ylml2Ik9pCdaFQKupoCXBLoUNBrVbTUeoUmJUadmoaQS0gmVb7WzXWBwjeDVkVj2CV0rU6jpLW2iqt7bMjcNgNuhwnjpjxvI5XFYtTyv29UJpgqpZyuBi9X+io/NqVCxpEmP5d7K18rl0mcaAtwqafy8ytJcKYjzHmBQj2A7lobPWOVf4cBznSGuHTPtESjUmynVakUcvLZPJH4BnOLUTobffQNzQlNgg4jq2oIu1hcEfNf+N0WMrm8UKLTYUlFW30VtwfFolRPdlZzeTPqWS6T8LrMuGzGsnQvm2M1ss7Cchwo0d0S5M7AtBA5r692MzW3RkaAjLkcJoqF4p6N5vdDrVIQ8tkYnqh8CARlv8Z1QW9He6Of/mGxlnOX3cSXfvsnqHJZhO4N5ZP4jY2NbbIRj8dJJBIolcptorFFNh6l7OdRYWFhgYGBATweDw0NDY9URjY8PMy73vUuJEniz//8z2loaHhka3nc8FgSi09+8pO88MILFX0YD4KhoSHa2tpYWVl5YGJx/vx52traMJvND2l1jwcuXrxIY2MjNpvt0H+3WCwyMzPD+Pg4druduro61Go1L/3FP/Lx3/3qgT0HdouBKpcVn8tGKpMjmcqwGksws7C25xf91kTj0q2Riq3cKqWCE531XLg5VHGcrlTIaK/zcUPAfKjXquloCu3yaOwFk15Dc52fy/uYye+F2ailMVzF7GJkOw5WkiTWkxmW19aZW37lRM5m1hPy2oUmD06bkSqnVSihyuMwYzcb6BNIdvG5LBj1GgYF2mf9bis6nXqHTOrAazXK7dKxe+G2G3HbTBj1WiSZRDZfQJLkXO2rLLkJeCwolUrGBFqZgx4rcrnE+GzljWz5WrnQtX63GZVSIbQGz2ZPxPBU5Q2kw6LDZTPSP7ZY9nK4zNjM5eKxbK7ASqycWJXNFcoFdW4LvQLpZia9mrDXLlT+p9MoaQo7uXm38sHAYYiNTILTbQEhYgPiTeFQlpctrKzjsOjQqhTlErv4BvMLUbL3ff50NvoYGBObajRWu5hfiglJc/weK5lMbk9z9v04DKlQyGW0N3i5LeiTONkR5rLA9EGrUXKyPUw6k0UmSaRSaRaXY0Tje6d4Bb12IvEN1gWmNiaDFpNBs6skby/IJInWRi+9d8Uen2iyFEBd2MX0XIRMtjIRMujU/MmvP09TbZXQvQ9CoVBgfX2dWCy2TTZSqRQ6nW7HVOP17NcoFAoMDg6ytLREa2srLpfrka2lVCrxl3/5l3zgAx/gne98J5/61Kceaazt44jHjlhEo1Gqq6sBGB8ff9Uc/lNTU4RCIdbW1lAoHkwRdvHiRZqamranLK8XXL58mdra2u3RrSjW1tYYGhpCkiTq6+ux2WyMTS/y/l/4PC9fH6z490NeB3qdhv6RnV8OcrkMr8uKw1reYBdL5f6LEhJXBSQ/dSEPIDEyVXkjG/JYKUkypuYrb/Zaan3EkxlmFipvItvq/azFN5i7J9p1P3Q0BFhaix/YTaFVK/G5bdQGXGTzRVKZHLH1FHPL0X312zU+KyuxFPGNytOPIy0hxmdWieyzQbgXx1pDDE8tCenGj7WFGJ5cJrZHh8iua1s27ytw7ZGWIKMzq8TWU2VJgsuC3WxArVZSKBSJrqeYXS5HkXY3+RmbjQjdt7vRx9jsqlDiUVejj/FZsYK8jvoqphejQmVrLTVuliIb2/6eg1AXsJNM5ZirkPwkk0l0NXhRq1XIZTIKxSLxjTQzS3unO3nsRgxaNSMCJKjcfaFnUCCpyqhTUe21cWekMrFRKeUcaajiWr/Y5rE1bKVvovKmFMp+kQt39i4hlMtk+FwmXFYDOrUCvVrOwlKc6fnKjdZNNW5mF8RM3YcmFVY9Y9OCpKLRy22BqRjAiY4QVwRijmFzajO+m2DZzDqqXGYMOg2Uyv0l+UyOdC7HisAkRqNW4PfYGBHwRwEcbQ8JG8a7WoLcFpyu+NxWEsm00GebQiHnDz/xLk4fqRNax7eDbDa7Y6oRi8V2+DW2yMbrwa+xvr5OT08PSqWStrY2tNpHF9ebTCb58Ic/zP/4H/+Dz372s/zAD/zAd/zz+2rgkTRvH4Qf+7EfIxqNcv369Vc1NmyLYabT6QfW6L1ePRaHNW+nUilGRkZYW1ujpqZm21D1h1/5Bz4u4KWQJDh7pInrvWOk5nZ/URYKRabnV5meXy3LeI42cWdomnQmh06rxu+2baZ2KMjlC0TjG8wuluMkzx5t5MqdsYoni5IEJ9qqud4/VXH6sTUpuXh7pKKUSCGXcaqrngu3hiueoivkMk511gldm8sX8DgsfONi/65r7RZDWVq1HZWbw2LS883rwxWbnuUyGac7azl/a6zie0AukzjdVXugmXvntXVCMimZTOJMV62Q/EqSJM521+1YbyabZ2xmZY+TXIl/c6KB5cgGrTVOJJmMVDrH8lqC2ZX4rufxXFc1F+5MiJmTu2u4eEfQIN1VzZXeKSG5zamOEDcH58gInIwfbfYzOLEkFrla42Z8fm9iY7fo8DrMGPXqbb/V+kaG3rHKm7yA24wkIUQqnFY9FoNGiFSY9GpqvFYhUqFUyOhs8AoTkEpTjUKxyNRClKmFKKfaAttdKDKZhNdpxm0zolMrKRQKRGNJ5hYjZHMFmjcjcEWiagMeC6lMTkjycxhSIZdJdDR6uSVIKo60+IRJRWt9FSMTe09t1mLJHf0cdqsenVpFSaagqcGPVq0km82zFllnYTnKvb/mcplEXchN75CYZOt4R5hrPWLTh+Y6L71Ds0Lfb1azjsJmqaMIfvFn//2rSiqAff0aW0RjdnaWgYGBbb/GveZwtVr9HbEZLpVKzMzMMDQ0RDgcprq6+pF2hfX39/Pcc89hMpm4fv369gH4U+zGYzWx+NrXvsazzz7LN77xDb77u7/7Vf234vE4ZrN5W6rzILhy5QrV1dWPrDr+1cK1a9cIBAK43QdnbxcKBaamppicnMTlclFXV4dKpWJsepGf/PjnhFKcglUOjAYtfcOVpQ3BKgdGo46+4cpfksEqOw6riXyhiFGvQZJkJNNZltfizC5FdmwWPQ4TVrOBgdHKso1glR29TsuAgPcj5LWj1agZFChdClbZ0WlUQtcGPDb0Oi2D+ySZ3Aufy4LZZKB/dA7F5uTHaTWi1SgpFkvEEinml6OsxVM4zFp0GhVTi5UNox67CbvFQJ/Ac+a2m3DYjELGb4fVQJXDTI9A6pPNpCfotXNLQP5g0mtoCO3f+q1SyvFtFwKq0GpUTMxGmF2OHZgUpVLKOdoc5KLAZkwukzjVERbq0yibvw9jvBYnQac7wlwfnK1IMgG6G72MTK+ynsyg16oIuC1YjNpy9GYmz0p0g+nFGIViiaawk5XoBqsCZXahKgu5fJG55cqdGk6LDrtJy8h05WmJXqOkLugUim6WgOaQhf7JaMVroWwWv7TPVONeyGQSZzrDZDJ5NCoFhUKBeHyDuT0kVQCBKivJVFaoDf6wpKKzyc8tAV8QQFudk96RyoQQNpOwZlYqxoRDeYNu0KmZ3qeET6tW4vdYsZi0yCQJg05Fz8A0cYGJ4mEmFdUBJ4srMSGip9UoqXJayn0XAviZH30LP/ZDbxK69tXGll/j3qnGxsYGSqVyB9F4HP0a2WyW/v5+4vE4bW1t35Yc+2GhWCzyxS9+kQ996EP8xE/8BJ/4xCdQqVSPbD3fCXhsiMWNGzc4evQoX/3qV3n729/+qv972WwWtVrN4OAgXq/3ge4lugH/TsONGzfwer14PJ49f14qlVhZWWF4eBilUklDQwNms5lSqcQffuUb/MLvVZ5SAJw92siN3nFSmQrXShLnjjRyo39C4L4SZ7sbuDk4SXIfP4dSIcdh0WE16ahyOcgWiqxG1plbihJd339TdKa7gVt3p/e9785r67l1d0roS+x0Vx23Ba891VlH7/CskF77ZEctA2PzxDcqS3POdtcRT6TRa9UgQSqVYTW6wcJagnxh50dFZ6OPqfmIkEyqqynA9EKE1VjlTVN7vY+FlZiQFKSpxkM8kdnhNdkPtQEHuVyJKQGttt9tQatWMnxPaZjLthmTq9OAtJlYtZYgXyjisprEEsOMWkJVVqENr16rpLnGI3w6f6wlKNTTgSRtpkQJXEtZHiQSU6tUyDnXVU0ynd0OZFiNJZlejO7ZWdEcdrK4lhAq3wt6LEilErNLlV9ni1GLx25kUKApXKWU01FXxTXBk/xnusJcECR5R5r99I0s7JoyyWUy/G4zLqsBjVpOIVegkC+wvLYunv50CFLR1eznpmDyUmPIyt1JMdlYU42H6bkVUgLxuhajFrNJx+RsZVII5enD1c33ssNqwOM0YdCqN6dBG8wtvlJY197kZ2B4VshQ7XGYyOQKRAQ+h+QyiaZaL30ChxsA/+H/PMnHfvrfCV37qFAmt/EdMqotv8a9ZMNgMDwyv0YkEqGnpweTyURLS8sj3cSvr6/zgQ98gH/8x3/kT/7kT/i+7/u+74hpz6PGY0EstnwVn/nMZ14TUgFlFqpWq7l27doDp07duHGDqqoqqqoe3Kj1OOHmzZu43e49iVcymWR4eJh4PE5NTQ1erxdJkhiZWuAnf/5zXLxVuRAuUGXDYjTQM1TZbOxz2bDbTNy5W/laj9OCx2Hh1kDl02O7RU/I6+JG/87Ngs1soMplwWTQIZfLSKdzxDdSmE0GIT+H1aSnLuTmam/lTciWQfuKwH2NOg2tdQEuCRi/tWolXc1hLt6ufO12OtM+EqVy/KQZm0mHSiFDKZexuJZgNZYmvk97MpRP3M8dqeP8rVExKdGROqGUKoCzXbVc7Z8SOnE/2VFNz9CcUMdAd1OAsdkVIelDS42HjXQOtUq5WXKnIJPNsxJNMbMU3bG2aq+NfKHI9GK04n2rnGUf0YjA5tFm0uFzmekRKDnTqhW01fu4KmCQliQ40yluej7XVc3Fnt0EpCwVMuG2GdBpVOQLRZRyGQOTy0J+kaaQg0gsKTQB8diNaNQKJuYqb471GiW1AYeQCV2iREvQzOBUZWIDcLI9yLW+GaHNbn3QQSyeZH0jg89lxmHVo1bKyebyrK4lmF96RSJ0GFIhkyS6W8RJRUPQwtBUVOjaxrCb2UUxeZfJoMFhNQitGcodGFcqEGSlQo7PbaHGbyeby7ORTLOwHCF6wHvEbCxPTGYXxYhTd2tIuIjvzaeb+a2f+4/I5Y9OqvPtIpvNbpOMe/0aRqNxx1Tj1fZrFItFxsfHmZiYoKGhAb/f/0g38bdv3+ad73wnPp+PL37xi/j9/ke2lu80PBbE4ujRozz//PO8973vfc3+zWKxiMlk4p//+Z9pbm5+oHvdunULp9OJz+d7SKt7PHD79m0cDseOx5XP55mYmGBmZoaqqipqampQKsvFSn/w5X/gF//gr0iJTCmONHKzf1xsonGkiVt3J9kQOJ0/1VVP/8is0Pj8eHsNw5OLRAWiYbdK9GLrKXxuKw6rEa1GXS6USqSYW4qwtnly39UUYm45umcZ3v1ob/CzEkkwvxyteG1LrZd4IsOMwBdjfchNrlBiYrbyl3nYa0epVDA8WfnEvcppwWbeKX0y6tQ4LDp06vIJV6EA66kcmVwRr8vCneHKp/Mmg4aGkFuo+E+rVtLZFOSSQJqLQi7jZHsN52+JNeQ+c6TsKxEhQWe6arl2ALGRy2V4HSZcNiMOq5FUJstKJMns8t7G6C201npYWEsISWJqfDay+QIzi5U3vE6bHrvZwOBEZVmHXqOkqVosKleSpEMRkLOdIS73TpMvFPHYjXgcRgxaFcVSiVgiveP56WqoYmJ2lcQB5HULYa+VdCa/Z5fF/bAatbjsBu4KPBdymcTxZr9QHDGUydhFAakUQGuNm7ml6IHxsxq1Ar/bQpXDhEYlZy26wfLqwdMNmSRxpMXPDUFS0VxtZ2BcbJpQH3KyuCyWbmXQqfE4TYwIeG1gZ7RtJTSEXcwvRXd4iaxmHV6XBYNOXS6si28wt7iGQibDXyVuAj9ME3hnc4DPffLH0KgfLznRt4t7/Rr3Eg6ZTLZnv8bDQDqdpqenh1wuR3t7+yON7i8Wi3zmM5/hox/9KP/lv/wXPvaxjz1wwM+ThkdOLJ599lmOHz/Ohz/84T1/Ho1GXxUTd6lUwuFw8Dd/8zd0d3c/0L3u3LmD1WolEAg8pNU9Hrj3cZVKJZaWlhgZGUGj0dDQ0LD9yz88Mc/P/+5fshZLUCgUiW+kmF2MENtDTuRz27BbDGKTB4cFj8vGrYGJitc6rEbCPhfXBNqzTQYtzTU+Lt+pbCA26NR0NIW5cLNyiZ7bbqatIUAynUMul0hnyskn04tru04ut3ohRAzaZWNyA5duj1bspgA4e6SBa30TQgVypztruT00LXTyeKy1muFpsdSnhqCDtXgSmQRmgxqdptyyvZHJs7i6sSOJqT7oIpXJCRGmoMeGUqVgVOD002Uz4rSahGJyTXo19UGxfgqVUs6x1jAXBDdA5eK9nWV6Zr0Kr6tM0pAkEsksi2vrVPsc3BiYFTJpdzf6GJleEWoJrw86WU9mhTbdHrsRo14tFGmr0yhprnZzfUBMLiJaqOe06jnS7Nt+X8YSaeaX40T3ee81hZ0srCb2/fm9OMxUQ6NS0Fbj4qZg50PLIbwaXQ1eRqeWhUr1XDYDWo2KyblXkucMOjV+twWLUYNckkgk0ywsxVhPpDnSGuCGIBHqaPBwZ6iycR7KjeHLq+s7uob2g16rwuexMjQu1idxGFJRG3CyEhFbh0atpKPJRyFfRKGQkUplWFiK7vn9BHCkLSzs1wj57Hzxt34Cq/n13bS8l18jkUigVqt3EI1vx6+xtLREX18fLpeLpqamRxqZG4lE+Mmf/EmuXLnCF7/4Rd785jc/lT59G3ikxOKFF14A4MUXX9z3mmefffZV6bIolUr4/X7+5E/+hFOnTj3QvXp7ezGZTASDwYe0uscDW4/LZrMxNDREMpmkrq4Ot9uNJEkUCkV+5wt/x6+89Nd7mvesZj1epw2zUYdMJqFRq5icW2F0erHiZvp0dwN9gpOHE+21jEwtsRarrMnvbg4ztxRhcbXyCW9bfYDouliJXn3IQ6EEY9O7T8TKY3srDosRjUYJkoRSJuPG4GTFTbrHYcZpM9Mj0DdhM+mpDri43l/51N+gU9NW5+PSHbHitBPttUJJTpIE57rruXB79EA5k0mvxmUz4HPZyBdKpDJ5FtfWmbsvGeZeHG8LMzixKFQu1l7vY35lXShdp+y9KAh5Lzx2E1azngGBzZJBq6K5xiN00i2TyTjdWc3toTn8LjMWkw6FXE46k2c5mmB6Mbbjd+ZsZzWXegUaxYFjLQH6x5eEZGANIQex9fSejd/3w2U1YDFqGRIgIGqlnE7BjgrYbOm+vfvU327W4XeZMerUSBLEE2m0GgUDY2KPL1xlJZ0Vm2oY9WqqPRb6BLo9oDypuCBY7He8JUDfyJyQjM/rNIEkMSfgL1HIZZxoC5JMZTDq1JRKpXLx6GJkzwK/Iy0Bbg7MCE1XagIOItGE0MGCVq0k5LMzOCb23B2GVIS8NtY30vt2ZNwLuUyirdHP7T0ODMreDTMGrYp8Ps9aNIHNrBMuwLNZDHzpt3+CQNWjMxY/Smz5Ne4lG+l0Gr1ev2OyYTQa90xzKhQKDA0NsbCwQHNz875eztcKV69e5bnnnqOxsZEvfOELrzvP7GuJRzbf+drXvkY0GuWll17a95poNPqqpgGo1WoymcqblEp4vcbNbk0pxsbG8Pv9dHR0bI8E+0em+Yn//hlu9u//ZRCJbRCJbeD32LFZTLx8o+y7UCkV+H027BYjapWS/KYhb3ZpDbVaScjrFiqaMxt1NFWLTR50GhVdzWEu3Kzs/VAq5JzsqufCTcFpwpFGrvTsH2WbyxeYmF1hYnaFM1313Lr7iqF8OxLWoEWSJFLpLEubiVXHWmsYnloSIhUdjUEWVmJCpKKx2kMylRUiFcEqOxq1SohU2C0G/G4r37pRebqTLxTRazT86/Wd/g+1Uk6V04zTZkKtUpDNl42WVS4r37xeeQ1QNqBfvjMhNN052R6mZ3hWaFPaXu9lbmVdiFSEvVYkSSZEKqxGLUGvfTslai/TsUopx19lwWk1YDXqiKynCHutzCzsbYzewrnuGi7cmRSSdh1r8dM/tij0XNQFHCSSWSFSYTPp8DiMQqRCLpM42R7kW/tMNVbv81qc7ghxrX8Gs0FNi8+OUa+GEqwn08wt7ZxwNIacLEfEzOJ2sxaHWSdEKmQyieOtQWFS0RQwcfvujNBrEvJaSW5GIVeCSimnvc6zZ6GdTCZR5TBjNqigkEOhVGEz6bnaIybZCvtsRGMbQqRCrVJQHXDQL+D5gbKnQpRU+N1WNpIZIVIhSdDRHODmPr+DK5HEjoOHploPw1NreL1OrCYtMgkSG2nm9vCSaDUqfv8X3/nEkgoAuVyO1Wrd0d91r19jZWWFsbGxbb/GvebwUqlET08PcrmcU6dOPdJuimKxyO/+7u/yiU98go997GN86EMfet0WDb5WeCQTixs3bvDSSy9VJBWf/vSnAfaVST0ompub+cVf/EXe8pa3PNB9BgcHUalUD2wCf1xQKpWYn59naGgIlUpFZ2cnen151JvL5fn1z/8vfu1zX6/cNitJnDvaVE5xEkhQOtlZz8JKFLNRt5m8I5FIZlhcjbJwX+pPd0s1c4tik4fWOj/xjRTTAmV3tUE3kiQTKtHzuW1YzQZ6BWJvbWY9NQEX1wTM3DqNiiOtYeaXY9gsBjQqJdlsgbV4gtnF6A5fSllSVc+F2yOC5uh6Lt8ZE+pOONlZS9/InJCWurPRz+xSVHBC4KRQgIm5yq+HzaTFaTMwNLlS7gqwm9BqVZSKEN9IM7sUJbK52dFrVbTW+rjSKxj52lnN+Zti3ouz3bXbvQWVcLQ5wNDUktBkpS7gIJ0tMCNwGm0z6/A5d5q0ZTIJn9OMy2ZEu2mMjq6nWFhZp6W2iguCXQSHiak90uTj7uSKUE9GuMpCvlgS8oAYtCrqQw6hlm4oJzTtR0C24LDo8TlNeB1GUpkCkfgGM0sx4gd4XKqcRtRyGdML0YprUCnltNdXcV20K6MzzJWeiX2ncveiLlCWE64JmNa1GiUNQQe9AkZ0gJMdIa70TKFSygl4LNhMOhRyGal0loXlKGvRV/7NoNfKxkaaiMA6lAo5jdVuegV8VQDH28Nc7ZkQurbKaaJYLLG8VnnaBHC0LcR1gc8CgPqwq/zZusd7WpIkqpwm3HYTapWcbDbP+37k3/DGk01C936SUSqVSKVS22QjGo2yvr5OqVRCo9HgdruxWCwP1a9xGKysrPD888/T39/Pl770Jc6dO/ear+H1iNecWIyNjXH06FGi0ajQ9a9mp0VXVxcf+tCHeNvb3vZA9xkaGkImk1FX9+qW4rwWiMfj3L17l1wuh06nw2AwbD+uWwMT/OTPf0YoxSlY5cBsEkt8ctiMhL0urvXun160VYDnspvQabXE1pOsRNeZWdi/9VapkHOys44LN4fEJg+CJXoAp7vr6RmaJZGsrPE90hJian6NlUjlL8SmGi/JdHbfxm9JkvA4TLjtZuwWIwq5jPmVsoTooE29zawn7HVwQyAp6zBpUjKZxNmuOs7fEiM2ZzrruDk4LaQrb6urYmYxQnT94OfYZtbTXu8DSaJQLLGRyrK4ur5vN4LDoqfKaaZHYPOjUSnoagpySXDz88yRGl6+OS50CnyyLUTP6ILQhKA+6GQjlRHqe7CZdfhcVlYiG3gcxnJLfbFEbCPN9FKMeOIVwlOeEISET9vPdYa52DstJMFqr/MwtRAVaiB32wyYDBqGBRukj7cGhDpDAE61B7k+MLeDTLttBrwOE3qdCkrlHpeZhShOq55MJseigFRKt9mVcUcgOhjgme5qLgpG1fqdOlbjGVKZygcARr2akMfCgEDcMcCpzmouVZgQWE1afC4LLpuBYrHA8so6c4tre8qptqBUyGiureLOXTE/yrG2ENf7poR+V1z28mfd/QdM++HeuNpKqA44WFlLCPk1ZDKJT77wLP/Xd3cJ3fspXkEul2NgYIBIJEJNTQ2SJG0Tji2/xv39Gq+WabpUKnH+/Hne/e53c/ToUT7/+c8/cJ/ZU7yC11wK9eKLLwqTCuBVnQJoNBrS6cofJpWw1Ur7nYxsNsvo6CiLi4sEg0FCoRCjo+XG40w2x6++9Df89hf+jnyFk25JkjhzpImb/eNMLVT2JpzsrOfu+NyBpAIgmcqg1agZm1lhbukVLbxMJuF3WzEZNEilAkqlilyhBEhksjlevl65nM/nsmK1GHn5emWZlM2kpzbk4eKtyptujVrJ0ZYw5wWM3+VY1nKL90Gn4qVSifnlGCGvk8t3RncQG5NBi89txWzY1Odn8yyvrWMx6phfiQmRitqAi2IJIVLhtpcTj0SkT3qtivb6ABduV54QSFJZznRBMKLW7zRypXdiF1nRaVX43VZsJj1KRdmvUJIk5pdiQqTC5zKj02qESIVBq6KpxsO3bog8Pomz3WUCIoKT7SHuDM0JkbG6oINkKk/P5sn1/MpuIuK06rejg9UqJXPLMWwmDWvx/T8Lt5KfRLsvTrYHuSlYvlcXsJNIZYVIhUGroi7gECYVz3RV7znVWFxL7PKRtNa4SWfzOOxmQj4HhWK5QXtmIbJLbmYyaPA6TcKk4lyXOKlor69idHpFiFSYjVo8NoMwqTjdGeaigOwoEk9hNem4dXd2e2Iik0n4XFZcNgMalYJsJsdKZJ2FpThyGbTU+/b0MuyFI61BbvSLkYqt+N1ZgZhmgBMd1VwRTHQKVFmJxpJCpALgFz7w756Sim8D0WiUnp4e9Ho9p0+f3u6m2IpwzefzrK+vbxONmZmZHX6NLaKxn1/jMMjn8/zar/0av/7rv84v//Iv81M/9VOPtNH79YhHngr1KPGmN72Jd7zjHfzIj/zIA91ndHSUXC5HU9N33mi0WCwyOzvL+Pg4VquVurq6bb3jyMgItwen+NXP/z13x0Uapp0Y9Fr6RirLAkSmFFvQa9V0Nldz8dZwxS8iuVzGma4GLt0exqDT4N3caEsyGalUlsXVGHNLa9tShNPdDfQMzQhOHqqZXlwTGsU3hj1kcgUmZivHLJaJjZikqpxo5eWyQI+FQi7jVGc913on8Los2C0GNGol2XyRSGyDmcXIDlnV2e56rvdPkc4KdD00B5mcW2VNoGjqMNInh0WPz23ltkCLtkopp7NRPAb0bHcdV3rLmnK/24rT+srzsRbbYGYhur1572r0MzEfEUoZCnutgMTEXGUibTJoqA24uDkoEuMKZ7tqeFlQrnWiNUTv6KJQhHPYa6VYgql7WpDtZh0+l6XsUwDWkxlmluKks/lXJfkJoKvRy+jMqlCyldtmwKQXm2rIZBKn20KcFyQgx1r89I0ukNrjRF4mk/C7zLhtBrRqBaVCAZC40T9FoQLxlUllH8hlwXV0N/vp36NUby+YdUr0GgWLkcrvUdgiFRNC19aHnCytiRm1TXo1XY0+cvkCcmB9I83sYmTfePCu5gA9d8UK7SwmHRajhimB3y04HKmocpnJ5QpC8k2A//oT38ePvv2pVOYwKJVKTExMMDY2Rm1tLaFQSDhlKZPJ7DKHFwqFXZG3Op1O+J4LCwv8p//0n5ienuYrX/kKx48ff5CH9xT74IkmFm95y1t461vfynve854Hus/4+DipVIqWlpaHtLLXBpFIhKGhIUqlEvX19TtGgal0lg/+8mf58t9eoljhLVKWETVxrXdsz3So+7E1pRDpj+hoDJU3fQLJTNV+J2qVksGxg0mQRq2kucaLxWQkXyiQzeZZiW0ws7C6p6xKq1bS3VojFDkrSXDuSCOXbo8I+hjq6B+dFToxa6v3sxZNMCfQeRH02NHpNAyO7a+5lqSyoTPotWPUa9lIZYlvpJlbju6r65bLJE531XH+5ojQaeNhpE8dDX7ml2MsC0jGAh4rWo2KIYFceq1KTm3ASe/YwddKUrnIra3eRzKV2/QrlH0c8X38EkebAwxNLgltjGt8dvJFhNKnTHo1dQEnNwQICEg8013Dy7cmhF6T7iYfo9Mr+z6me+FxGHHZjJQA02bj+PpGmXDcb4I+rETpdGeIq33TQr6VWr+NjVROKM1Jp1HSHHZzXTAi9mxniEuC8q5wlYV8ocjschyVUk7QbcFh0aNSyEhnsiytrDO/sg6UUMhlHGv2c02Q+B5vC3JzYEbo+ahymFApZMwInuKf7AjvaereC03VbmYWo0LeKpVCTludh9t7PNcehxG3w4ROrSSfL7ASWcdh0dM/Mi/02WgyaHBaDYzPiBbriZMKl92IJEks7jHR2ws//dx38VPv/C6ha5+ijEwmQ29vL6lUivb2dsxm8wPd736/RiwWY319fbtf414ZlVqt3vV3//mf/5n3vOc9vPnNb+all1564PU8xf54oonF2972Nk6fPs373//+B7rP5OQk6+vrtLW1PaSVvbpIp9OMjIywurpKOBwmEAjsGAWevz7IH33lH7g7PsPyapzVA06lq/0utBoN/aMCUwqrkWq/i6s9Iq3RKo601XLh5lDFzZIklQv3RInNfvG0MpmE12XFZTOj06opFIsUiyXWkxn6R0WkM1asZr3Y5EGvobnOLzR5kMtknOmu47xAShXAqc46eoZm2RAwzLfW+YjEN5hbiu7471ZTeXJgMmjL/ROpLMlUBoVCLtQLsSV9Eimxg8M1bh9vC3N3YpG4ABmr8TvI5cXark0GTbnLon/3RtBlM1LlMGPUayiWSsQ30jgsRv71+oiQEfdYa5DBiWWhzVrYa6NUKjE5X5mA6LUqWqqruCpYhHYYk3ZLjZulyMa+7dg2kw6f24xJr0EmSWjUSq4PzBwoqdpeR7f4VKOzoYqxmTUh8mY363BaxUoA4XDTlZYaFwur60QqpEoZdCpqfTZcVgOZbI5kMsP8UuzAJKNTHSGu9E4JvS4Bj4VCviDkA5EkqPOZGJ4R20C31lUxPrMi5PtRqxQ0h130CMrBupr9jE2t4HGYsJi0yGUSiY0UMwu7pxt6nQqfyyJeaHcIE7jdokejVgpLq97zjmd44fn/Q+japyhjZWWF3t5e7HY7zc3Nr5pXolgskkgkdpCNjY0NPvKRj+B2u+nu7ub48eNcunSJz33uc/zGb/wG73nPe55Kn15lPNHE4h3veActLS188IMffKD7TE9PE4lE6OjoeEgre3VQLBaZmppicnISh8NBXV3dDma/vpHi537rz/n81/55x2Zer1Xj99ixmg0oFXJS2Rwra3ECXidX7owIFbEdZkrRVh8oG00FUpyCHjtGo5Y+gc38YeJpFXIZp7obuHRrlHyhgN1iwOsqb7RBYiOVYWE1tm0mPNVZR9/IjNDkob0hwKrg5CHgsWHQaRioMIWBTbJS6+eyQIxs2cdQ9nQIbebbqxmaXCKXL+B327CadKiUCtKZchRmuQSw/J45XOqTnpDXxs3ByhvjsrSrhpdvViZjAKc6a7gzJBYl63cayBVKLK5Vfn+ajVqqvXZu3Z3DqCv7OKxmPRKwnsoytxxjJbJ5H0naLMgTmyYcbfYzNLkstIn2u82olSpGZyo/zyqlnKPNAS4Knlqf6ghxc3BOSJIT9FiRydgunLNb9Pic5m1JVSyRYWYxRjSRRqmQcbTZz6VesVP80+1Brg3MCp1whzxWCiWxBCqFXMaxFj+XesTWcazZR//44p5SqfthMWqpchgZGN+5KbabdQTcZkw6NaVikfh6uUi0q8nHRUFyU+2zk0ym9yV790Iuk+hq9nNdsDuko8HL3Ykloc9zrVpJ3SEiZY+0BLhzd3bfaYzHYcLjMKLVKMnn8qhVCq7dmQAEfmfaQtwQNIGbDVosJh2TAp9NAD/8tpN8/Gf+L6Frn6K8xxgeHmZ2dpampia8Xu9rvoZcLsc//MM/cPnyZa5evUpfXx+rq6vU1NTwzDPPcOLECU6cOEFHR8e21+MpHi6eaGLxzne+E5/Px3/9r//1ge4zOzvLysoKnZ2dD2llDx+rq6sMDQ0hl8tpaGjY1Wb+Dy/f5gOf+DwzC5U/cKsDLlQqJWNTiwSqHNitxnIkar7AWizBzPwaqUxZ532YKYVGreRoWx0Xb1VOcYJyw/TN/gkhTflh4mlr/C6UKiV3xyt/aXrdVuoCbrK5PEqFYpN0rZc32vd9iSrkMk511Qu1bQOc7qrjzt1pwcmDn0g8uWvysBfKpXtGoX4MtUrBsbYazlfosVAq5AQ8NhrCVSQzWdKZPGuxDaYXIvtuVNrqvCxHEiyuVj5N9dhN2K0GoWmJSinneFs152+JeRNOdVRzc3BaaENVH3QRT1QukDMbtdT6HVhNOtLZAhvpLAsrcRZW9/9757pruHB7XOi90VHvY3oxWvH0HMrmV5fVQL+AwVeSJM52VfOyoNG4s8HLxNyaUPJTrd9OlctCqVSiVILIeorphSiJfWJrDzdNcDO/UnmaAK8YwG8JnrSf7QxxuXdayBPgcxpRKhRMCEyboByZOzEfwWM3olMryOfyrK4lmF2K7nofNIScrETEfA8qhZyWuipuCUnpoMZrZGoxQb5Q+b1n0KkIeqzcFTSMH2stS7xEnj+9VkWgysrg2CI6jZJAlRWrSVsm7eupcqfEPQcF3S1Bbg9OC/3OGHRqXHYTY9Ni06wf+J5uXnzh7U+blwWxsbFBT08PAO3t7dsR9Y8CpVKJv/u7v+PHf/zHedvb3sZHP/pR+vv7uXLlyvafZDJJd3c3/+E//Af+83/+z49sra9HPNHE4r3vfS8Gg4GPf/zjD3Sf+fl5FhYW6O7ufkgre3hIJpOMjIwQjUapqanB6/XuGAOuRtf5fz71Rf7i/3++4r3kchltdV76RucP1AFLUllS1N4QIpXJkssXiK2XzcKx9b3lAC11ATZSGSbnKutpvU4rTruJ24OVtdx6rZrOJrFivK2yu2t940KSqu6WMLMLayyt7d4Yq5QK/G5bmXSplZRKJWQyGVd6xiuao00GLU3VVVzpqbwxlslknOmq52KFpustHG+rZmhycd/X4V7UBJxIkoxRgS9ik15DU62PKz07N6SvJMls9izki0TXk7jsZi7cPDgBawvdTQEmFyJCRnGf04zBoOPuROVNj1ql4EhzQCglB6AlZGdkLkY2V3nNNX4H+UKRqfmd3iCjXk3AbS230ctlJFNZVqIbeJ0WLgtm7p/tquFyz5TQc9cYdhJbTwt5EwxaFY3Vbq4PiHcyXO4VW0fYa6NQZE9JWpXDSJXDhG6zh2MtnsRlMwiTiuMtfnpHxaYJTqsei1HLsECxH2w2gAuuoy5gJ57IsCRgBpbLJE60Bri4z8REo1IQqrJgN+tQymQogPmVKDMChEWjVlAfEpcoHW0JcPuAacK9MBs0VNlNDAtLlMqRsiIbf6NOTZXLzNAeBZFbkCQJn8uMy27EZtYSi2+wsBxjucL7W6tWEvDaGBIotwR4yzOt/PbHfgi5/KlkRgRzc3MMDg7i8/mor69/pFKjTCbDz/3cz/Gnf/qn/N7v/R4/8iM/soscFotFRkdHuXLlCmq1mre//e2PaLWvTzzRxOL9738/xWKRF1988YHus7i4yMzMDEePHn1IK3twFAoFJicnmZqawuPxUFNTs2vs99d/f4kPvfgFlvfYGN+PxmovhWKJkanKTbR2i4Gg18HN/oldP3NYTXhdVowGLRIS68kMdouBf702KLQxPtPdwJ27U0IpTu0NASKxpJDx2+uyYrea6BmqLBs4TIs3lP0fNwcmSaaz9/g4TGUfR6G80Z5ZWGM9maa93s9KNMG8gEzK67RgNRvpG6lsUtWoFBxtDVecPGyvubueGwNTQqbr5hpvOUFosfKmx2bSE/bbudE/hcdhxuMwYdCWfQux9RQzS9HtE9lyBG8d5wVjZ4+2hBiZWRE60fW5LOi1YuZvlVJOc9jF7WGxTUm5zXtOaJIW8FhRq1QsrMYJeKxYDFrk8rKnZWEtzvzyKxsmpULG8dawcOfEybYgd4bnhV5Dn8uMRq0UklXJZBKn20OcF1xHV4OP8fmI0FTDZFBT7bXRM7KAz2nGbS8XRObyBZaiG0wvRHdsgM91hrnQI7ZxDXutZHMFoS6Q8mMMChcMdtR7GJ+NCEnYtGoFzdVubgiay483+xgYXySdyWMzafHYDchLOeRyObkczC1Ft6dteq2KkNdGv0BjOMDxthDX+8WeP4NWgVmnYmG18qEEwIn2EFd7xSRKJoMGt93I8KTYNOF+aZXZqMXvtmDSqykWi0RjCWYXIuQLRVRKOXUhl7Bs640nGviDX/iPqJSveRr/dxzy+TyDg4OsrKzQ2tqK0+l8pOsZGxvjueeeI5/P8xd/8RffkUmdrwc80cTiQx/6EKurq/z2b//2A91neXmZiYmJxyK6rFQqsby8zPDwMGq1moaGBkwm045rFpYj/Owv/wl/+y/XK95PrVJwvKOBi7fuCm38u5oCDE8uCrXyttT5SWZyTMwsb3Yw2DAZtGTSaTZSGRKpPAurMUolcNvN+Nw2bvRXPl1WqxQcb6/j/I3Kxm84XORsS62PRDK9b4HdvXDaTPg9dm4K9EcoFXKeOdrIWiyBXqeBTYPw7NLeJ/UnO2oZGJ0XMjDXBV0UiyXGZgQmDwYtTTXeXZOHPSFJnOuu53LPuJAGvr3ex9LaekXpk8NqoD7oQq/VksrkWN9IM7MU2Tepqjy1qeX8rTExH0NLkJHpZSEC4rIZ0CjkTC1VPvGXSdBSbad3TEy/faQ5wOjM6oEbboNOTcBtwW03oVLKWY4kmV+Ns7By8Kn4M901fEswpra9rorZ5ThrB5iLt2AyqKnxlf0lIjjbVc3lXrHkp4DbjFwmO1BGpFTICbgtOK16bCYdy9ENFtcSTFfwVbTWuJldjgvFB2vVClpqxDf+J1oD3BqaE+rssBg1eB0m+sfFTvzPdgS51newjEgmkwi4LQTdZnRqJdF4kuW1OAvL5XSq/bDVvi3UJWHRYdJpmBSMfT3ZGeayIPE0G7Q4rHpGBWKEAY62Brk9WDk9S6WUE/bb8TvNpLM5Ehsp5hYjJA5IQzvRWc3nfuVdaNRKobU8yYjH49y5cwetVktra+sjac7eQqlU4q//+q/5qZ/6KX7oh36I3/iN39iOzX+K1x5PNCVXq9Vks5U3wJXwuBTkbWxsMDQ0RCKRoK6uDo/Hs2sE+Gf/41/5b7/+JaICUpjW+iAbqTQvXx+oeK3HYcHrsnGjv/JmRqWQ091azdXeV/Tk8USKeGL3F7lWreLcsSYSyTQKuZzjbTUsR+JML+z2MEB5spLN5YWK8RxWIyGfi4u3xMzcpzf9EWJm53LylAipCHudqFQK/vly/54/t5n128ZxuVyOTqPi9t1pIVJx7ki5x0Kkm6KcEJUSIhV2i4FglYOXBSYgZaO4uFzL57IyPLWyK1/eZtbjdVrKZYiSRCKZZj2RxmDQCRm6ZTKJM501wgSkIWBnbiXBUqry74rDqsdjM9Er4AFBknimu5bzAn6KRDKDJEkMjC2weE9/ypakymLSIZMkEqksc0vrbKQztFR7hEnFmc4wV/tnhIjhlklbhFTIZDJOd4Y5Lygjaq/zMLMUq+iRyOULzK/EsJt1/L8XXvkd12mUBD0WrCYdMtnW8xFnObrB8RY/PSMLpAU8NOWJgFGYVJztDHOxZ1LoxN9jN6JVK4RJxRu6xKZTxWKJTDbP9FJs20APm14ItwWrUYtMgvVEarNfIsupzjCXBDf+LqsBnVopTCoag2ZhUmEz6zAbtcKk4jB+DQCtSsn/vrozJtzjMFPlNKFRKchkcyytxFlajdPZHODTv/TOp6SiAkqlElNTU4yMjFBTU0M4HH6kPpRUKsULL7zAX/3VX/HpT3+aZ5999qkv5hHjiZ5YfOITn+D27dt8/vOff6D7rK2tcffuXU6fPv2QVnY45PN5xsfHmZ2dxefzUV1dvSvebWJ2iZ/5hc/zL5d7K95Pp1HR3VbLxZt3hb4wz3Q30jM0xfpG5dPAhrBn80s/WvFap81E0Ovgeu/uTZJSIcfvseOwmVCrFGTzRUw6LRdvDQlNS4631zI6vSSk26/xO1EoFAxNVN40GvUaWusDXBJoroZyMtON/nEhuUpLbVlyNL3ZaG7Ua/C7bVnJqUEAALW0SURBVFhMOuSbkbCLK3HmlqPYTHqqA06u901UvO9W6/cFwY1/Z1OQuSWxvgnnZkzrHQGjuEwm42yXuPRpq/cim8/jd1uxGHQgQSKd3VzfK8TEZtYT8IgV7wG0VTvon4hU7HABaK2tYjmyzlIFQzeATi3H7zIzNBMVWseZzmqu9U8JnYYHPBaMeh2SBBaDFiRpU6IWZS2283dTJpMOtfHvqK9iUlTOpFdTG3ByU3CqcbojxPWBGaHH6LIasJp03BWUzLz5eC0rkQ1M+vJpajSRYmohynpy92eEz2lCoZAxtRAVuvdhzOU1Plv591PgPSJJ8EynuOQt7LWSzuSFfDSSJPHmYzXEExl0GgW5TJ6VyDpzS7E9ybbHYUIpk5hbqhx6ARyKsNgtOgyHmIIcawtyo1/MqK1WKWisdtEr6DM53VXNS7/4f2M2PD3lPgjZbJa+vj4SiQTt7e27QmBeawwODvKud70LjUbDV77yFWprax/pep6ijCeaWHzqU5/im9/8Jl/+8pcf6D7RaJS+vj7Onj37kFYmhlKpxMLCAqOjo+h0OhoaGjAYDDuuKRaLfPF/fJPf/9L/y9D4fMWTno7mMGvRhFA6lNdlxWU3c2tgouK1GrWSY+11XLgplvjU2RhgfHaFeKIyWakLeZBkMoYnFjbNwjZcdnPZLFwoEIklmZ5fIZnOYtJraakPcOm2mNfg3JFGrvWJ9WO01QeIrCeZFfAaOGxGgh47N/bwodwPmUzajoYVkZQca6smm82j06pRyOWkMlmWVuPMLEZ2dS64bCY8TovQxn+7T0Nw49/dFGRqfvXAHpRX1mHEbbfQM1z5pLg8AanjQoV1mA1a/G4r/ioruc127bnlOEsHNKfrNUp8TiND09GK64ByktPlnkmhE/+agJN8vihUkFf2U4S4IGgs724KMDa7Rmyf35dXWrU1SIBGo+RK3zTxRGVPwNmusLBZ3O8yo1QqGRfcLJ47RAJVfdDB+kZWaANdyQdS5TDidZrQalTk8gXyhSJzy3Ghe1cyXt+P1lo3M4sxIVKmkMs40eLnimAcb1PYyeJqgoiAxAvKE6q9CEt54mPFbipPNxIbaXK5LJlUngXBErnDkAqzXolKpWBZsDX8MCZwtUpBQ9hJ37CYp6Kj0ccXf+1Hn5KKClhdXaW3txeLxUJLSwtK5aOb7JRKJb785S/zwQ9+kPe85z386q/+6tPo2McITzSx+L3f+z2+/vWv81d/9VcPdJ94PM7t27d55plnHtLKKmN9fZ27d++SyWSor6/H6XTuGv8Njs7ykx//DFc3extUSgU+tw2H1YRarSSbzbEcWWdmfgWNWkl7U5gLNypLiADOHmni1uD4rmKjvdBaHyCRzDI5V/mU0W4x4HMJbnTlMs50i7Vcl0/lG0lnyxnphUKJ6HqS2cW1PSVFHqcZt83M7buVv+CVCjknu+q5IFhgd6ytmjHBaYnfY8Nk0NE/WnnDrVTIOdlRy/mbw3uePmpUSgJVNmxmA0qFAqVczlI0wcDYfMV1Vzkt2MwG+gSKAg/bzl0mIBEhAmK36Am4bdy6K1gId6SOS3fGd2yKy0ZP6/apfmJzCqRRySiW5AdGwm5Bq1bS2ejjkmAvxMn2MD0jC0KGbotBhUmvZmqx8iYX4JkjdUKyKths/y68Qm7cNiNVThMGnZpCoURkvXyin0znypvzjpDwVKOtzsPcckLIq6FVK2irq+KqYMfC0WY/gxPLQtNIg1ZFQ8gpLGc62uxjYHyJXL5I0GPBYdWjkstJZnLMr8Y3m7TL0GmUNIbEpzHHmv30jorJsHQaJS0hp3AMbleDl6GpZaGeFoVcxpFmH1d6xZ7vWr+djY1y70g5sUtBLltgZXV9z2nzqc5qLgmSYLfDhPwQU5DDmMA1agV1QaewUburyc+ffepHMRkenT/gccdWgtL09DQNDQ34fL5HKjVKJBJ88IMf5O/+7u/44z/+Y77/+7//qfTpMcMTTSw+85nP8MUvfpG//du/faD7JBIJrl+/zhvf+MaHtLL9kcvlGB0dZWFhgUAgQDgcRi6X77gmm8vz65/7Or/+ua+TFSi4Ot5eSyKVwaDVoFYryeUKrMbWmZ5f2ZXt7/fYsZkN3Llb2TugUSs52l7HRcEpxWFK9LxOCxqNWsiQXE5xqt43xcltN+NxWjDoNZRKoFIoGJleZGah8qlrTcCFXC5neLJyYpBeq6KjMcTFW8MVr4Vyj0XP8KyQqbza50ChUDA8WTkNRq1ScKz1lW4KtUqB32PDbjagVilIZ/IsR9bLPpZiqRxRO7UkZHb2Os1YTHqhpnK5TMbpTnHTdUeDn4WV2IEThy2YjVrqg26u9Yul+rRVO1iMpnHbTZgNOiRJIp7MMLcU21VGVk5yUjAyVfm9J5PJONNZw8uCnRptdVUsrMSFCtB0GiVt9T7h0+1jLQEGJ5Yqtn9LkkRD0EmV00S+UCSXL7ES3WBqIUIuv/fU4nRHmOuDs4eQM2mF5UxnO6vFfQwOIwatipFpMQP9uc4wF3unDpQAmvRqAp6yYVytVDC7HNtXTnUvznSI919YjVp8DiODB0St3osTbQFuDs4JTcq0agWNYZew4b61xsXcYmxfD5deqyJUZcVi1CBDwqBVcu3OhBDBqXKYQIJ5gWQugKaQhbtTUaF2e61aSU3AzoBgIlZ3S4AvvPiup6TiAKRSKXp6eigUCrS3t+9SRLzW6Onp4bnnnsPpdPKlL32JYDD4SNfzFHvjiSYWf/Znf8bv//7v841vfOOB7pNMJrly5QpvetObHs7C9kCpVGJ2dpaxsTHMZjP19fXodLpd113tGeH9P/9ZBkYrn/jbzHrqw14u3957oyuXy7ZlRRqNCq1GxcJylOHJ+YrSoLb6IPFkmimBXgq7xUBNwC1UoidJEqc667nePy60iWlrCBCNJ4VIgs2spzbo5upmf4TdYsTntmLUl0fk8Y0Uswtr5RNZqSxPutY3LlSs1lLrZX0jve2POAhmo5bGaq9QjwVsRsP2Twj5NGoDLkpIQiVRRr2GY63VbKQzqJVK0tk8K9EEU/OvtGzfi+OtYYamFoUISLnwzkTfSOXNjqj0aQtNNR7WNzLMCvh4VAoZrbWeA0+grSYdfnfZPK9Vq4htpBmdWmatgtHYZtbj91i5I3gCfa6rhsu9YrIqh1mDSqlgTjD6s9z+PS5E4Gr8dnK5wq7OCYVctrnBNqJWKUhlciytJgh67cJeg/qgk/hGikWBqZBcJnGqPcT522LksDHkIBJPC/VISFJZFiQ6jQl7reQLRWbuOWXfllOpleTyRZYjZfJVKJYO5b/wOk1olXImBUv1znSGuXhnUqxpejOF6v4W8P1wpNHL0MSS0GeJTCZxojXIpZ5JJEnC7zLjsRvRqORkMjkWV+I7+iW8LjOFQpFFAbkZlFOrLgvG/eo0SsI+G4OCpX1HWoN84cXnMOqfkor9sLCwwMDAAB6Ph4aGhl0HmK8lisUif/zHf8xHPvIRfuZnfoaf//mff6RSrKc4GE80sfjqV7/KL/3SL/Gtb33rge6TTqe5cOECb37zm1+VkVw0GmVoaIhCoUB9fT0Oh2PXNRupNL/wu1/lpT//B+HpwPDEPGuxyl/CYZ8LvV5D33B5jL7dxWC3oNOoyz6GeILpuRVKJTjSVivcnn2ys46hiXkiAjKYkNeBXq+jf6QyaVIqZLTWerkzPCcoT6phfHaZVQFDckO4CqfdvPn/SaxvxsKuRnc/l3J5ucBONE2qozHI0lqchZXKMgGbWU+1X8ygDWWj+PW+SaGEqBq/EyT2JCAqpYKAx4bdYkCtUpLJFjCbtPzz5cE9Ccf9ONISYnxmlYiAZOaw0qez3XVc7ZsQIp1Vdj0ajYbxWZHuht2Rtg6rAZ/TgkGnpgTE1lNML0SIb2RoqvEQW08zL6BPV6vkHGkKcFFQVlX2UxwcU7sFg1ZFU7Wba/1iz9+xlgAD42Jx0UadmoaQm4HxRQJuKzZzufRvI5VjdinG8n1Tl2MtfvrHFoVOto06FXWHMIAf5t46jZKWajfXBIsA2+s9TC1EhZ5vrVrBmY4wG+ksCrmMRCrLzFKM1eje7/Vav51kMs1ypPLnH5RTqET7Q9w2A3qtirFZMb/LqbYAtwZnhYitUiGjs8FX8X1lNmgIeqy47QaKhSILSzFmF9b2nXxtr+UQfg2NSobHbmBqQWwKcrQ1yBc++S4MOrXQ9U8aCoUCd+/eZXFxkZaWFtxu9yNdTywW46d+6qd4+eWX+dM//VO+93u/96n06THHE00svv71r/PCCy9w5cqVB7pPNpvl5Zdf5k1vetNDbZzMZDKMjo6yvLxMKBQiEAjseWrwTxd6+JlPfE5oOuBxWPB57FzvrTwdkMtlnDnSxJU7I2QENqPtjUEKhSJqlQq9Tk06nWFpLcrSamKXxthmNlAbcnP1jtiU4syRJm70jZPKVN7wNFV7SaazQl0TJr2W1nq/sDzpVFc9/aNze5rKt2JhzcbyJKksQ5O42ltZe6xUyDnZWbevP+J+dDeHmFlcY1lAFmQzGwj7nNwQlAWd7a4TJiBhnwOlUsHw5BIqpYLgpoejLKnKsRxJMLWwRrFYQiGXcaqzjvM3RwWlTz4WVg42W2/BpNfQWFPF1d4JkYdIV6OPkemVirIgKBMIr9PKHQFjOcC/Od5AZD2FXqumUCyxFk8xNR/Z8xTY6zRh0GmEivrgcH4Kl0WDTCZjYU1sqvFMdw0vC041gh4rcrmc8QM2rRajloC7HA9s1KuZWYozOR+pKCHyOU2oVUrhDfHZrvIJvshzstV/ISrDOtUe5MZdMYmXXqOkMeza09tRNs+bMenLXpa1eBKNWsH03FrF5wPKE5ZT7SEuCp7gB9wWCsWiUBkgwNnO8nRA5LXXaZTUBZ3Ck7j6oIPVWHK7h0apkBOssuC06FHIZSQ3MswtRohvErfDkAqDToXXaWJEsEn9eHuIP33xOfTap6RiL6yvr9PT04NSqaStre2Rd0Fcv36d5557jurqar74xS9SVVX1SNfzFGJ4oonFN77xDX78x3+cmzdvPhADzufzfPOb3+QNb3jDrpjXbwfFYpGZmRnGx8ex2+3U1dXtWT6zFkvwkU99ka/87ctC9z1zpJGeu2KxsHXhKmQyGUPjlb889Fr1pofh7p5fTJIkUeW04HZY0Gs1qFVKYokkg2OzFTd2gSo7ZpOBXoFG7PLmvJ6LgtOB2oCdWCKzqy9hL5SJkGdbJlUJZ7obuDU4STKVwWrS43OXCYeERGwjzfxyZPvfrfE7kQv6I1RKOcfba7ggaoxuDjG9EBF7jIeIqIWyB+T23ZmKhmS1SkFnYwCtWkWhWCKdzbO0us70HilV8Ir06eLtMaHXsT7kIp3NMy2QtqSQSxxvC3NR0GjaXu9jYXV9R3TtftCoFHQ3B/a8tyRJ+Fxm3HYTWrWKXL6IJEmMza6KxdQe0k9xpNnPyNQy8QPKwLag1yppqaniap/Yvbsa/YzPrgmd4KuVcrqb/Vy6Z0PsdZqocmwlMhVZiSWZnC+3JLdUu1iMbOx7wn8vylKpoLBUqtZvI5nO7TBjH4RnusN8S1DO5LTqsZp0DAkSlqNNPvrHFrAYVHhdFvRaNal0nvnl2K5IWpVSTke9V3jqdP9GvhKe6QpzQTCZy2zUUOUwMSgorWqt9TA1L9ZI7nEY6WrwkkplyWbzLK3GmT/A4G3Sq6lymRkW9KU0h238ys98Lx63A5PJhE6ne3ryvYlSqcTMzAxDQ0OEw2Gqq6sf6iHpYVEsFvmDP/gDPv7xj/ORj3yEj3zkI49UivUUh8MTTSy+9a1v8YM/+IMMDAw80AdMsVjkf//v/825c+ceOPJsbW2NoaGhsoGyoQGr1brndX/995f40ItfYHmt8olUsMqBxaznzqBYA/Sp7gYu3RoWGol3NYdZWo0zt1T5dNFuMVAb8nLlzitRr1VOCx6ndfN0t0g0vsH0/AqJVJaz3Y3c3NycV0JtyI0MmdDmXKtW0t0S5uItsc35sbYaJuZWWRHqbTAR8NiEYmStJj0nOuu2k7XKTdtrrO5j3K0JOJFJEiNTlb9IywSklguC04HOxgALK7GKrdhQng401frE2rmBE+3VDI7tbgnXqpUEPDZsFkM5FjedI5ZIY9CpuSXYN3G2u45r/ZNCPhePw4jFqGdwXMDcKUmc667j4p1xIXIT9FhRKRWMCHhXgM17jyFRNoM7rUZUKgXpTIGltXWmF18xrAY8FlRKJaMzgobk7houCE41HGYNSoWMeWGvRi0X70wKPScuqwG7Rc/AeGXdu1Ih543HakkksygVm4lMy+vM7UMCylIph7BUqrvRy8j0qtAGVyGXcbw1wMUeMcJS47ORzuSZE4xlPd7s5frgHPu9PBaDhoDHgtlQjgZWKxVc7pkUSpZqq/MwMbdGQmQKQnlScVFwOuC06jHo1AdOqe5Fd5OPgfFF0pnK65aksszr/kmFQacm6LFgNmopFUvE4htMz0XQaJR47EahAAUod2B86mf/D3LZFLFYjHg8jkKhwGQyYTabt/88ibr9XC5HX18f8XictrY2bDbbI13P6uoq73vf+7h16xZf/OIXecMb3vCUAH6H4YkmFleuXOH7vu/7GBsbe6A3bqlU4l/+5V84c+bMt11rn0qlGBkZYW1tjZqaGnw+354nBslUhvf990/z1/9wueI9ZbKyhOh6z6iQhKi5zk8mm2dsuvJGwGTQ0lYf5MJNsXjaE531jEwuCnk6fG4bXpeNfKGAXquhUCwSiW8wPb/Kxn0ko9zx0MjlO6NCCVgttT4SqYyQbEyjKkcX9o6KGQJPtNcwPLlIRCDVymUz4fPY92zmtpn1+Nw2TJu56usbKSxGHVd6xoXkSdU+52ZCVOV1b8mTLtwSi8ptqfUSS6SFjNEalYIjLWEuCDSbwyvFexvpDEGPDatJj1wuI5HMsLAcZ+Ee0qPXqmir93G5Z0Lo3keag4zOLAsZy00GDQ0hD9f6xU7wj7eGGJxYYF1gOmDSa2gIu7nWd/CmtUy6rFT7nWSzBaKJNHMr8QNNzzqNkra6KuGpRlejV3jyoFLKOdocFJbiNIVdROJJoUI4JGnfPgujTk3QY8Vi1IIEsUSGZDqLJMmEidaZzhBXeqeFejhMejXVPhu3BTsQOuurGJ9bE5oMSRJ01jq4NSIm23HbDBj1GkamV5HLZQRcZtx2A2plmYQvrOzs3Tja7Kd3ZJ6MgGxLLpM43uLnquB7xe82UyyWhKVVJ9qC3BiYEXrO5TKJk21BrggSOae1XHapkMtQymUkkmlmFyIk9nkNTnVV88e//E502lcO/YrFIuvr68Rise0/qVQKnU63TTJMJhNGo/GRnty/2ohEIvT09GA0GmltbX2kXRClUolLly7xoz/6o7S3t/Mnf/InOJ3OR7aep/j28UQTizt37nD27FlmZ2cfmBH/y7/8CydPntwzqekgFAoFpqammJycxO12U1tbe+Avd6FQIJfLMTm3wtD4PHcn5hkcnWVgdIah8bltL0RdyINCLmdwrLIuXKtRcbStlguCTdtHWmuYW1xjYSVa8VqHzUS1XyzxCeDskUZuDU7s2Y8hSRIep4UqhwWdVoMkSchlMq70jFaU47wikxoSOm1tbwiyGksINYSb9Bpa6vzCpXsn2msZmlokKmBevrdIz24x4HPbMOo1lEol4ok004urOzbL5SbvSaFUl4DHhl6nZnCs8iZKkiTOHqnn0u0xoc1Cjb/8hSASByyTyTgrULxn0msIeGx4XRZKJViKJJhdiu474YHNTo3OWs7fEpvcNITdJNM5Zu5LRNr/3jW8fFPsvV0XcJLN5YUK8kDiXHftrsmD2aApd3Bs+njiGxmmF2MY9Co0KiUj02Kb1nPdNVy8MyH0u2DRb/ZqLIkZjE+2h7h9d1bohF2vVdJc4+Fav9iEqqXGzXIkgUIuL/craMsFd0uRDabmo7vCAw5TwOd1mtCoFcLejtPtQa4NiJmd1Uo5YbeeuzNiG/Mav51kKlexsM9i1BL0mAm4zMQTaVZiG0zNRw70hGhUClprXNwS7Pmo9duJbaRZETSYn+4McblHrMxOqZBxpNHHdUGZl9tmRK1WMLVHglaV04TXUX4Ns5upVHVBJ5//5R9Bq6m8Yc5ms9skIx6PE4vFKBaLGI3GHVMNjUbzHX+CXiqVGBsbY2Jigvr6egKBwCN9TIVCgd/8zd/kxRdf5OMf/zg/+7M/+7omdK93PNHEYmhoiLa2NlZWVh74l+pf//VfOXr0qHDOc6lUYmVlheHhYZRKJQ0NDZjN5n2vLxaL5PPlL2qZTIZCodilOSwUioxNL3J3fJaBkRl6h6cYGJlheGJ+39P8jsYQkfVyM3UlmI06mmv9XLq1dx/E/TjV1cigYC+Fz2XDYTNyW0CuVd7kNm03YktSOaXK4zCj3UypWosmmJpfJZ3JURfyACVGBE7wVUoFJzrrOH9DzERd7bUS38iwKqBnNuk1m63fYhtR0SI9l81EbdCFQadlI5Uhup5ken7tQNnHqc5aeodnhMzLh2nnBjjTVcfNATFy43GYcVhN9I6IbXLOdNVyo39qx+TGbi57WAw6DalUitXYBmvxNDqtBpfNSK9ApC3Ame46rvdPCcmqnDYDbptJ+N6nOqq5fXdG6DkxG7XU+l3cGBDbbHU3+YnEk1hMOgw6DflCkUg8xeR8ZNfmvux5CAgX+zVXu1mNpoQjXM92VfPyTbGNvM9pQnuIzolT7SFuDs6S2eezTKWUE/RYcVj0qJQKdBol1wfmdqVT7YWmsJOVWFKoPwTKvgRR/4VJr8KqVzIpSMw66quYmIsITUGAXdG2CrmMoMeCy2ZAJZexkc4ytxRlJZrEqFcT9pjpF5zCNte4mT2g0+J+nO0Sj/DVqhU0h13CJnD/piFdtAPju0428Llf/GG06m9P3lQqlUgmkzumGolEAqVSuYNomEymh+KtfK2QTqfp6ekhm83S0dGB0Wh8pOtZXFzkx37sxxgbG+PLX/4yp06deqTreYoHxxNNLKampgiFQqytrT3wB8O3vvUtOjs7MZlMFa9NJpMMDQ2xvr5ObW0tVVVV+xKbYrG4/UeSJORyOXK5/FBsPp8vMDK1wMDIDAOj0wyMzDA0MY/VbODl64NCG+jj7XVMzC4JeTqcdhNBr4vrvYJG5yON3N5nSnE/Ql4HBr2OPqHIWTlvON5MbD2JRq3aLP5LMDW3sifRaqiuIl8oMTZd2cOgVik41lbDBcEUp/aGAKvRDeaWoxWvPWyRXndzmNmlCEv3vTZVTgsehxm9VrMZCZxkNZqgLuDmkkAaF8DR1jBjMytC0bAmg5amao+w9+JYazUj08tE18VIWVNNlfC9u5tCxDfSmAwa9Fo1+UKRtViyTDbv22xr1Uq6moJcvHMIQ/dKTMjQrVTIONEW5rxgQV590EUqkxeamAA8c6QcgbvX6bBMJhFwW3HZjGjUSvKFIpJMxsU7E0KFY6c7wtwYnBMiWlqVHL9Tz/Cs2Kavva6K2eW4UEt3WX8vPnlwWQ3YzLrtsjmbSYffbcao11AslliLpZhciG6/D461+OkfF4uq3fZfCErCDpvMdbI9yM3BOaEUKrlM4kRbgIt3xORMDUEHToseuVyikC+wEkkws9m7sRe6Gr3cnVgWIsNQ7te4IOjXKBMcCwOCvRPVfhvriYww8fv+N7bxhz/3DpSKh2v4LRQK29OMrf9Np9Po9fodZMNgMDyWU42lpSX6+/txOp00NTU9UkN0qVTim9/8Ju9+97s5e/Ysn/nMZ/b1lD4K3Lhxg1/5lV/hxo0b2xL1Y8eO8cILL1BTU/Ool/dY44kmFktLS7jdbubm5h64UfL8+fO0tbUdOHXI5/NMTEwwMzNDVVUVNTU1B5rFCoUChUIBSZK2pxQPczyYzeUZnphnYHSG/pFpBkZn6R+ZZmx6cXujYjMbqAt5dhiuD8Lp7kb6R2eJCWwWDzulOEzkbLXfiVqlZHBs92mYXC7D7y4X/6lVSnK5PAa9hgs3R4S+ROvDHgr5ImMzlQmIXCajudpF//gyRYFftcMU6alVCo631wpH1LbU+ljfSFGCHelEK9EEU3OrOyQdW+bvrXbuSmit9RJZTwpJx5QKOSc7anlZ8N6NYTcbqSwzi5UlROW+if0jbWUyCb/ListuRKNWUSwVKZXgSu+kUAfHuSPiaVVVTjNmg4ZBAfMywOmOGm7dnRV6D5r0aupDbq4L+kDa673MrayzGt1Aq1YSrLJiM+uRy2QkUhlmlmLbUheZTMaZDvGNfNBjQS6TMT4nJiE601XN1b5pIQmRQauiMeziumDnRGPIRXS9srdDLpcRcJtprvawkcqykc4xvxLf1ywO9/gvhsT8F0GXnngyTzQhOnmo5vxtschXvUZJQ0i856PaayWTze96fGqlnLDXisOsQy6TNj97IjRvNnWLvEaSBCfbQlwS9EjYzTocZh2jgrK9xrCLhZW4kBcI4AffeoTf+PAPIJe/NlKaTCazY6oRj5fJ9b3GcJPJ9G37Lx8GCoUCw8PDzM/P09TU9MhjW/P5PL/6q7/Kb//2b/Piiy/yvve977GSPn3ta1/jpZde4qWXXtomEf/4j//I888/z9jYGB/+8Id58cUXH/EqH1880cQiHo9jNpu3Y10fBBcvXqSxsXHPRIVSqcTi4iIjIyNotVoaGhoOHD+KyJ5eTaQzWe6OzzEwMsv4zCLXekfpvTvB7NLe8aAAbrsFX5WdG31im5HDTCkOEzkrSWWfxrXesYrt4ABhnxOtWsXA2BxKhZxAlR2H1YhapSSVybG8ts70wirFYqlshu9u4PLtEaEv3NqgG0mSMTJVeWMpl8k43VXHxdsjQpvWuqCbEjAqMF2RySTOdNUfeG+FXIbfY8NpNWE26ECSGJlcYmpx7UCtdDkatp5Lt0eFvBfBKjsajYqhCbHN9tnuOq72irWsu+0mnDYzvYJ9Eyfbq+kdmWMjlSnLaKrs2C2GcipROsvC6jpzy+W4S5NeQ2PYzdUKpustdDUGmJwXKwEsTzVqhKcatQEHuVxB0KsBZ7trudwzWfH1sZl11AedGPUaNlI5IvE0UwuRA0/yOxu8TMyJGcAlSaIlbKFvIiq0bp/LjEalEDZpn2gL0jM8L0TMFHIZJ9tCnL9v8mDSqwl4LFgMWkpAZL3cQWIyaNFpxJO5mkNWxhfWhRKRZDKJ04doGHdYddhMeuFo27ZaN9OLMeGN+TNdYSbm1/DYTejUCjLZHIvL8T3LHpUKGZ2NPq71icn2PHYjWpVCKBoaoLWuionZVaHCRoD/9P87zS/99L99pNOCUqlEIpHYQTQSiQQajWYX2XgtvtcTiQQ9PT3IZDLa29sP7QN92Jibm+Pd7343i4uLfOUrX+HIkSOPdD3348aNG7zwwgt84xvf2PPnR48e5caNG0/JxQF4oolFNptFrVYzODiI1+t9oHtdvnyZurq6XQQlkUgwNDREMpmkrq4Ot9v9qsqeHjYikQiDg2W5VDBUzWIkSf/oDP3DM9uTjqDPRd/w9J6lcffD67LitJmEphRI5cSnmwMTFc3ZAEGPHaNRS99w5dNNSSqThOt94xUJiEatpLMphEatpFAolTedKzHmlvb5cpQkzh1p4GrvuJCMxGXVo1EpmFqs3Lb9yr3HhO7t2zT69gl6GO43f6tVCoJVdmzmrQ13joWVKHPLMZw2I16nhduCrdgnO2vpHZ7bley1FyxGHbUBJ9cFS/26m0NMzq1V9KNA+TEdbQlyQWAjb9CpOdoSAkkiXyiyvpFhZnGNtfj+7/VnjlQ2om/B4zBhNYpFsgKcbA/TMzwrJNvRqpV0NvqFT5Lrg05SmZ3G9fKEx4LbbkStLresL64mmF6Mcqazmks9YtGzZoOGap+dW4J6+rZaD3OCUimAZ7qrefnWhNBpv9mgIeS1c0cw+ak57KJICZNes138OL+yzuw+Wv9jTR5uDC0Kvf5atYKWGg/XB8R+P8NeK7lcYd9/+34cbw3QMzwvZKTfinzdr9m73KJtwaLXUCqVk/qMWg03B8WmSUGPlWKhwIJgLG9Xk4+BsUWhzzmAn/mPb+S//tj3Cl37WiOfz29Lp7b+5HI5DAbDDgnVw+zWKJVKzM3NcffuXQKBALW1tY90L1Eqlfj7v/97nn/+ed761rfy+7//+0LS8dcazz77LC+++OK+cqcbN25w9OhRAEZHR5/KovbAE00sisUiarWaa9euPfCb4+rVq4TD4e14tFwux/j4OHNzc/j9fsLh8L4+jmKxSKlUelVlT4dFJpNheHiYpaUlampqCAaD+64ntp7cJBmbfzb/7/v9GAclPt0Pn9uG3Wrizl0xqce5o43c6BsXIiA+d7kdukdgAgLldd8cmNjVp6HXqQl47JuxqHISyTQbyQxanYY7gpvtM1313Lo7SVLgRM5lM+F1W7k1KPacnOyspX9klnUB46XVqKc26OaaYDneqY5akuksBp0aSSZjPZkuG0T38B3oNCo6m4JcvC12It9a52UtusH8SmWitTXpEW3zDlXZUCoVQl0gUD7tv94/tWtj5rAa8Lus6HVqiqUSkXiSSCyJ323l+oDY69PZ6GdmIcaqABkqJ1BV8/JNsefQ77agUauFezVOtoe4MzQndNqvUso53hZmNbqB1axHJknENzLMLkb3JFzhKitFSdozyWcvtIQsDM3EyBcqv54alYLOBi+XBWNTQ1VWSkhMLUSFrj/RGqBnZGHP58WoUxOssmLQKtlIJEik8/jdNl4W9DzYzTpcViMDggVvrTVuZpfjRAUik6Fs6r4g2Ehe9o74udQjtnarUYvHYWRkepXQVou2TCKRTDOzEN1u0d5CXcBOfD0lXNp3rDXArcFZoSkowMeefwvv/+E3CF37OKBUKpFOp3dMNeLxODKZbFe3xrcTAZvL5RgYGCASidDW1vbAiowHRTab5eMf/zif/exn+a3f+i3e/e53P5YelLGxMV544QW++tWvHnjd06nFwXjiiYXJZOKf//mfaW5ufqB7Xb9+Hb/fj8vlYn5+ntHRUYxGI/X19ej1+gPXcK/sSalUPvLGy5mZGUZHR7Hb7TQ0NHzb2tDltfg24Vhei/OvV/oZGJ052KwrSZzpbuT23UkhAuJ1WnHYjMIE5DD39jgseJxmbu3RNbEXTnXV0z86hyRJBDw2TAYdEuXiu+mFtR2P22bWUxNwca1XTDrWELQzt5IgIUBATHoNzbU+LgsatDsbgyysxIXK8VRKOSfaa3j5xt7GcrvFgM9l3YzEhWyhwEYqx4BApC2UPQyikbYehxm72UDfqNi9T3ZUC09M9FoV7Q1+Lgkaurd8IJIEHrsJjVpFJpdnaS3B1ML9cjJps2hOLO7VYdXjsZuFE6i6mwKMza0JdXbIZRKnOqqFZVgeuxGLWb9v87LLZsDrNGPQqskXSsjkcHdiRSg1TSaTON0R5rygt8Np02M36bdN2pXQ2eBjYj4iLgk6xBREo5LTVlvFjbuz+F1mPHYjapWCZDrH3Mr6LhlR0G2hCMyITCmB4y1+ekYWhCYPsDsp6iDoNUoaw+J+DZ/TiEKhYPIAoujdjH7VqRXIZbCyus6YoKfiZEeIq71icbWSJPGrH/h+3vXvTgrd+3FGsVjcIaGKxWIkk0m0Wu0OolGpWyMWi9HT04NOp6O1tRW1Wv0aPordmJiY4Ed/9EdJJpP8+Z//Oa2trY90PQfh05/+NDabjbe//e0HXvf888/z6U9/miNHjnD9+vXXaHXfOXiiiUWpVMLhcPA3f/M3dHd3P9C9bty4gcViYXV1lVwuR319PQ6H40DZU6FQoFQqIUnS9oTicZA9FYtFmpqaXrVTjtnFVfo2pxsDmxOOwdE5zCYdbruFWyIyKeBMdwN37k6RSFbeKLjtZrxuGzcFGrEBTnbWMTg6S0xA3mUzG6gNebjac/DmzGkz4nXZcDvMZHN5FlZim6V/+5MFvVZFR1OIi4Ilc231ftZiG/vLtO5BuRyvnvM3xRrIa/wOZDK5kGcE4NyRBq71TZLO5vA6yyRNtxkHvBLZYGphdds7YbfoCXhs3BoUm/QcbQkxOr0qlCh1GOkTQE3AQbEEE7NievqzXbUHtn9rNuVkdoselUKBRqPixuAMywLlca21HlYiGyyuVW59L7eF7+6+2A82sx6/y8ydYbEN5b0GcBFsNYDLJIlglRWntSyn20jnmFuK7zBYG3Uq6oJObgp2K/gdOpLZImtx0RjUai4LluQpFTKONgeEJWQuqx6LUcfQAS3QWzIis0GLUiEntpGmb3RRqMzuMJMHpULG0SY/lwQnOA6LDodFz11Bv0Z90EFsPS0UPwxwtNlH/9giqUwes0FDuMqKWaeiVCyyGtlgZmFtR2jC6c5qLt4WI5ZyuYzf+X/+PW//3i6h678TkcvldhnD8/k8JpNpx2RDqy2XqU5MTDA2NkZtbS2hUOiRe02+/vWv8773vY9nn32W3/zN3zzwkPVxwAsvvMAnP/lJ3v72tx84tfjkJz+5nQ41Oip2gPck4TsnfPlVgkajIZMRS+3YD9lsdjvvOhwOEwwG9zVl7eWjeJxkT9XV1YRCoVd1PT63HZ/bzvee7dz+b8Vikcm5FfqGp+kfmaVvc9IxPDG/yyhdJglWLtwU69M42VnP4OisEKmwmfXUBj1cFiy7O9paw+T8akVSAbCRzKDXqviHl+9s/zdJkvC5LHgcFrSactnXSqTcwVEfcrOezAiRCpkEzWEn/SOzQulTYa8DlUq17+ThfpztrudG/4SQVMZq1FEb8uxIfZpbju6K2lXIZYS9NhqrPeRyBdY30gQ9VqYX9w8J2GoKF5U+BausqJVKYVJxurOG20OzQpI6vVZFW52P87cO/mJJZ/MMTS5SV3KRvcd0bTXpCLg3pztAJJZkcn5t2z9xrruGyz2TQkEBRp2axmqPsFSqMewmnkgJk4pzXTVcFkxy0qoVdNT7ttdSpMTYzCpj9xmfLUYtAY8Fl9WIJMmYWYqiVStIVTA8H28N0LuPPOl+yGQyznSKn97bTFq8TrMwqWgIOogl0geSCoBYIk3PyAIn24Jc658hnc0jl8uo8d5DuFJZppairEZfIcuHmTwYdSpq/HZhUhH0WCiVSsKkoqO+ivHZg/tx7sWZ9hCX+6YpFMtkLpZI72o016gUhHzlVCqbUc3sQhStRkmqgodIpZTz0s/9B77vDY/v6ffDgFKpxOFw4HA4gPJmPZVKbRONqakp1tfXkcvlSJJEqVSivr7+wAj71wLpdJr/9t/+G1/+8pf5wz/8Q37oh37osZQ+3Y9oNAqUU6EOwhaZeOqv2BtP/MSitraW3/md3+GNb3zjof9+sVhkdnaW8fFxZDIZXq/3wDfa4yx7stlsNDQ0bJ98PC7I5fIMTy5s+zbml6PcHpykZ6jyqHyLJIhs+gGOtdUwPrvMaqTy6bBBp6ajMcwFwa6JctRrmumFyqfgcrmMM92NzC5GcNiMqJRlw+jiSpSZPZK5gh4bep2GgT2idffCma56bg1OC22eLUYd9SE3VwUlWx2NARZX14VkVXKZxOmuei7cGt7xWmo1Kjw2A1qVDJ1OR64Is4tRVEoFZqNeWFZ1sr2avtE5oRJAjUpBd3OIi3cEpxp+B8ViiYk5sanG6c5abg5OV5SySJJEjc9O2Ocgm8uTyeZZXF1namF/slXjs1MoSUzOCzZGd4S5OTgjJKtRKeUcbQlxUbBQz+c0odOqGa6w0d5Cd6OPsdnVbXlSuXvDgstuRK1Uks7kmFt+JQb2XHc15wXlSVqVnKDHzN3pqNBaqr1WcoWisDzpWIuf/jGx/gvYklZVjpN1WPSEvVbsZh3RRJrltQ0mFiIHft65rHrMBg3DgmWDTWEnK9ENIYkalL0mt4bE+jXgcIRILpM43R7k0mZC19Z7wGM3oFLI2UiW/TvRTSO/VqPkTz7xf/Om4/VC93+9Y2lpib6+PrRaLRqNhkQiQSqVQq/X75hqGAyG12S/MTw8zHPPPYdcLufP//zPqa//znmdtjwW3/M938N73/vefa/7nu/5Hv7xH//xqcdiHzzRxAKgubmZX/zFX+Qtb3nLof5eJBJhaGiIUqlEQ0MDc3NzGI1GQqHQrmv3kj096qbOaDTKwMDAqy57erWQTGUYHJulb2SW/tGZ7UnH/HL5NPh4ey1j00usRiuP7I16Da31AS4JkoS2hgDReIqZxcobOYVcxqmuei7eGhbS0wer7Oh12n1Jgk6jIlhlx7rZQaBUKRidWmRKYFNp0CrxOs0MTYltQDsa/Cyuinkv5DIZp7vruCCYhuRzWTAbdfSPipGh423VLKyuYzPrMOq0FEpFovEUk3OruzZ2ZelTiAsVJglbCPvsyOVyRgWNzqc7q7l9V2yqoVEp6G4JCcs7QlU2FArZroz/cveEDZupXHAW38gwsxChLuimb2xBKI5TIZdxsl28rK+Sn+J+dNR7mV6MEDkgMetenOuq5sKdCaH3i9Oqp7XWRy5fKE934kkm5tb2nW74XGZUSgXjc2KG8a5GL2Mzq4douxZf+yvSKrFJgs2kpcppou+edmyNSkGoqkw2ZDKJ6HqayYUI68nsvh0V++FIk5e7k8vChOhcZ5jzd8T6NSQJznSIR+eqlXK66quEekrcNgONIScf+7Hv4XhbUOj+r2cUi0WGh4eZnZ3d7qbYmgpks9ldEqotT+m9fg21Wv1QU6j+8i//kg984AM899xzfOpTn3rk/o5XA9FodLvI72kq1N544olFV1cXH/rQh3jb294mdH06nWZkZITV1VWqq6vx+/3IZDL6+/vRarVUV1dvX/s4xsdms1mGh4dZXFx8TWRPrzUi8Q0GR2fpHZ6mb3hmk3TsbxjvaAyyElkX8iSolApOdNZz4eaQ0Iaixu9EoVAwNCF2wl5On5oU2rBaTXrqQu7taYzVpMfvsWEyaCmVSsQSSabm1ljf9J90NARYWkuwIJS0tPckYT/4XBbMJoMwSTjRXs3g2DxxgbQqtUrBsdbqfeVGr0jJzGjVKgrFcuHd5R4xn8HJjprtLotKKE81xNOtgh4bKrWSEcHT++OtIQbGF4QmLOWUqFqGJhfLZmmdhnyhyEq0LKfK5XeSWIdFj8dhondE7L14WD/F2a4aLvWImdE1KgVdjT5huZHHYcKk1+7qbZDJJPxuC26bEY1aQSqdY245hs2iZ34lIXwa315jp39yjYJACpVcJnGyPSTcMG01avG5LPSOLghdH/JYKZaKTAtMTSRJ4mxniFy+iFIpI5XOM7scZ2F1f4JxpiPI1f4Z4bSlc51hXhZ8rCqlnK4GL1cEOy3MejXhKit9gs9NlcPIX/3au2ipcQtd/3pGMpnkzp2ypLa9vb2id6FUKrGxsbGDbCQSCdRq9Xanxtb/fjuHnhsbG3z4wx/mf/7P/8lnP/tZfuAHfuA7Qvr07WDLX1HJh/Ek44knFqdOneK9730vzz777IHXFYtFpqammJycxOFwUFdXt4ONDw4OolQqqa2tBV5pzQYeCx9FqVRiZmaGkZGRx1b29GpibnGN3k3DeN/wDAOjs1hMOv73lQGhk7i6kAeQhI3LZ4+IdWRAObo05HVxXdBY3tUUYm4pwtJa5UlCoMpGU42PdCZHNldgJbLO5NzqvhsLh1mLTqMS69QATnbUMiBIEjQqBUdawlwQNKKHfQ4UCvFo2JMdNfQOz7KRyqBRbZ7wW/Qo5HISyQwzi6/E4apVCo62hoS9F0GPFZVKIU4S2qoZnFhgXeAEvEwSanj5ptiExWE1UOUw0bOPP0IhlxHw2HDZDCiVCijJWItv0D8maLo/hJ9CrZTT3RzgkqBUqkwSNAxNir2mbbVVzK8mhAnO6Y4ww1PLeBwmzIayd2UtnmJiLrJL+iWTSZxsDXBRcJJgMqip9oo3b4c8VkogHG3bXudhejEmHCd7qj3IjcHZXfIki1FL0GPBqFdTKBRZjm4wOR/ldEdQWJ6kkMs41ixuAjfqVFR7bdwZESMJLpsei07N2KzY9LQu4OCvf/05gh6r0PWvZ8zPzzMwMIDP56O+vv7b3lcUCoVd3RqZTGZXt4Zerz+QJPT39/Pcc89hNpv50pe+tONw9fWGaDS6/fjGx8exWCyPdkGPKZ54YvGmN72Jd7zjHfzIj/zIvtesrKwwPDyMXC6noaFhzzfT0NAQMpmMmpqabR+FJEkolcrXtDV7L0SjUQYHB8nn8zQ1NW0bwZ50FItFRqeXNmVUM/Rtko6xmaXtk1eZTMbZIw1cvjNGNldZk+5xmnHbzdwW7Joo+zpWhCRbapWCY201XLg5LESGwj4HarWKu+M7N0JbDeNOa9m/kUxnmV+OEayy0yfYe6HTqOhsDnFRUG5U4y/3u4zNCMqNuuq4fXdGaHqjVSvpagpy8XbltdjMetrqvCgUZd/KWjzJ5NzagUbgE21hBsYXhJ6Xsrm8VpgkuGxGnFbxyNy2Oi9La+ssiaREUU6suto3RTZXwGzUEvRYMW2axddiSSbnI9uP/bB+iq3N+13BuNe2uirmV+LCJOFMZzVX+2aECI5MJnGmI8zL+0TVyuUyApvTDZVKTjKVQ6tVCW+0XdZymtPsslgaUntd1UMhCfvhme5qvnVTMD1JJnG6M8TSWgK7RY98U0o1tSmluh96jZL6oFO4zNBp1WM5hL8jVGWhVCgyJ1jy193k46uffCcOy+OdKPRqI5/PMzg4yMrKCq2trdudWQ8T93ZrbEmoJEnCbDazvLzM6uoqb3jDGwgEAhSLRf7sz/6MD3/4w7zvfe/jE5/4BEql8qGv6XHCs88+y9e+9jWuX7/+2DWGP0544onFW97yFt761rfynve8Z9fPkskkIyMjRKNRampq8Pl8+zL34eFhCoUCNTU1j53saWFhYVv29KhJzncC0pksA2Nz9I/MMLcU5eUbd+kbLhvHD8JhImr1WvWhYmTrQ24KhaLwxvzskQZhWdVW70XfyGzZv2Eqt7/GEmmm59d2ych8TiP5IiyuCcpkuuu4vhk7WwkGnZq2+gCXhE3UTqDE2IxoRn41fSM7Dd1lSY0Vt92ERqUkvWmYXliNc7wtzHlBkuCxm7BZjfQLkoSOBh+zS9FDxLfWcunOuJCMpdy6XXmSsPXYq312VAoFkUSqbJausOlrr6ti7lAkIcxVwSmIQi7jRFtYWG5kNmio9tqEN8IBtwWlQs7Y7Co2k46Ax4JRX5aSLa7GmVqMce9T3FLtYnY5Riwh5r843RHi+oA4STiM0VmpkHGsOcBFQRmZQauiPuTYs6OiLCM0UeUwoVbKSaXzRBMplAq5cFJUyGMlXxBvAm8OO1mJJIR9OG8+VsuffeKHMehef1r9wyAej9PT04Naraatre3b7pY6LIrF4raE6q/+6q/4oz/6I6anp3G5XDidTsbHx/n4xz/O+973vte9AuJrX/sazz77LN/4xjf47u/+7ke9nMcaTzyxeNvb3sbp06d5//vfv/3fCoUCk5OTTE1N4fF4qKmpObD9slAoMD4+zuLiIk6nE6vVis1m+7YaMx8G7pU9Wa1WGhsbX/e/9K8F1mIJ+oZnNjs4Zsv/OzqLTJJoqK7iimAhXWudn9hGmpmFyjIASYKz3Q1c6RGbmNjMBqoDTq4LNmi31vmIxpPMHuAxcdtNeF1W9Fo1Oo2a6YUIo9PLZCtsEs1GLQ0hj3CiVGO1h1QmL2REBzjTVcfNgUmh2FGNSsGR5hAXBKYaUPaN2MxGcvkCVpMemUzaTPWKENnDr9PVFGBqISLcLFwuyBsX8iQYtCpaar1c6Z0QunfAY0WtUgnLtjoafMwuRnc0gBv1aoIeGxajDoC19RRTC1E2UlnOdlZzpW9KiCQoFTJOtIY4L2het5l1+JxWegS9IDU+G/lCUVhu1FFfxdRC9MBJglIhJ+y14rAYMBk1LEc2GJ+NEBGYPhxt9HD9rpjkTKWU093oE24NNxs0hKqs3BkWe248diMGvYoRwUlCuMpCvlgilc4RcFsw6NTk8wUW1hJ7ppI1hV0sra3v2ba+F440ehmZEjeN//vvaueP/tvbUSqe3MOwUqnE1NQUIyMjVFdXU11d/ci9C//6r//Kf//v/51MJoPL5eL27dtEo1E6Ozs5efIkp06d4uTJk9TV1T3ytT4s3Lhxg6NHj/LVr361YnneUzwlFrzjHe+gpaWFD37wg5RKJZaXlxkeHkatVtPQ0IDJZNr3794bH1soFHYZo3Q6HRaLZfuPTqd71X/RYrEYAwMD5PN5GhsbX5Vx6VPsxNTcCn0jM/Ruko7e4RmGJxfI37fxUshlnO5u4MKtEaENpcdpxmU1cWdIzAzZ3RJmemGNFYG4XLlMxumuOi7eFluLw2ok4LFzc6C8CVLIZQSr7DhtRpQKBRupDPPL0W3jaMhjIpHKsRoT2HRIEue667nSOy50ymvUqWmp9XK5R2yzWu1zIJNJwqlPx1rDDE8u7zt5ctuNm0Sr3Dti1Gv45o1RobWbDBrqgy6u94ttJmt8DoqlIhNzYmTraEuIkall4Xbpc0dquXhbjOBoVApOdlSTTOfLZulMjvmVdWaX9vbjOCw63HaTsDm3PuhkI5UTlsgcbfZzd3JZyOwO5SSnSz2TQhMfSZI421W9Q1rlsRvxucxoNapyweXqOlML5ceuVsppqXZxc0jsse6V/HQQ/C4zCoWMCcGUq/qgg3gyzeKqmHSrrdbDzNL+0i2dRkmoyorNpKNECbkko398UZhUnGkPcnNwVoiMArz335/ixZ/+t6+bjem3g2w2S19fH4lEgvb29keu5y8Wi3z605/mYx/7GB/60If46Ec/ikKhoFQqMT4+zuXLl7f/3Lhxg7/+67/m3/7bf/tI1/wwsOWr+MxnPvOUVAjiiScW73znO/H5fLz1rW/l61//Ot/93d9NbW0tHo/nwNbsSmlPuVyOaDS6/ScejyOXy3cQDZPJ9NCkUtlslpGREebn5wmHw4TD4aeyp0eIbC7P3fH5bd/G8OQC0fUU37p+V+jvn+yoZXBsTkhWpVErOdpazfmbYnG5AY8NwyF6L460VDM5tyrkAzEbtJzsqCWRTJMvFIjGN5hZipJM7z1tsZn0VAdcXO8Xk3Y0ht0k0zmmBaY9sFl4J+jVUCrknGwXN1HbLXoCbhu37k6jVMgJVtlwWI0oFXISqQyzSzGW72kobgi5SKazzCxGhe5/sj1Mz/Cc0NolSeJcdx0v3xwT8t8YtCqaa6q42if2vFc5zZgM2j39FK9MN7SbUbApZJLEamzjwISie3GyLUTPyMIhOiFqOC/YMK6QyzjZFuS8oLTKoFXRWO0WikDVaVS01now6tWkM/l9jeL3wmvXgyQTjodtqXaxuCaectXd5GNoalkoghjgZGuQW0NzZAQmolCOk73SN00JCHksuGwGFHI58Y00UwvRXaT2DV1hLgrG1QJ89D3fzX9555uErn29Ym1tjZ6eHiwWCy0tLY/cuxCJRHjf+97H1atX+dKXvsSb3vSmA0lfJpNBkqRHptp4mDh69CjPP//8gb0WT7ETTzyxePe7383ExATnz5/nB3/wB/nN3/zNA3+Jt9KeJElCJpMJpz0Vi0Xi8fgOslEoFDCZTDvIxmE/QEqlErOzs4yMjGA2m2lsbESn0x3qHk/x2iG6ntyWU5UnHLP0j84S3yQQJoOW5hovlwVlVfUhN4Vi6VCm6Dt3p4XiVctm8VrOC7ZzVznN2C1Geod3b8hcNgNepxWlQkY6m2UlsoFaKSOWzBNZFztdP9tdx1XBqYZOo6Kz0S8cDetzWTDqdQyOi504t9f7WFyNVzRR28x6Ah4rVS4LiWSGpbUEk/NrZA7YeJb7JvaP2N31b5h0BKsc3LpbeSMM5UK9YqkkPAXpbPQzvRgVlnmd7qjm9tAMDqsBj92EWqkgmckxtxJjfvn+50viXHcNLwsakTUqBZ2NXi4Ld0Lo8LnMwtIqv9uMSqXc1RK+H+qDDhLJLPMrr0xZtoziLpsBlVJBIpVlZjHGSjRJc9jB7FKc+B6m6b1wojXAneF5oTJDgLOdYS71TQlNoKDs7zh/W3zT/0xXmG9V8IN4nSZ8ThNqlQKjTk3P0ByLa5UPJeRyGb/xs9/Pc99/XGgtr0cUi0XGxsaYnJyksbHxQF/na4UrV67w3HPP0dTUxBe+8AXc7icn7vfZZ5/l+PHjfPjDH97z59Fo9JFPkh5HPLHEYivR4H3vex+BQIA/+qM/4ujRowdef29rtkKheKCJQKlUIplM7iAayWQSg8Gwg2hoNJp9P1hisRiDg4PkcrmnsqfvcEzNrdA7PMP4zDJXekbpG5lleGpxl5xqG5LEuSPi3guzUUtjuIorgi3ktQEXIGN0Wizx50R7DXfH54UmLHKZjDPd9Vztm6DKYcKkV1MqFdlIZliJpYndF9FqNeqoCTiFpxp1QRf5QpGJWTFD9/G2au6OLwpF5gKcO1LHxdtjQps3nUZJR2OAS3de2TjL5TKCHhtOmxG1Us5GKsfscpTF1fWyAdyiFzaAN1V7iCcyzC2LxQOfaAvRNzovfJp97kgdF++I9VOIFPBtJVOZN/tWtBo137oxRkaALHrsRszGvacme6Eu4CCVye0r1bofHfVVTC/FhI3Fx1sD9I0uCk2UAN50rI54Io1OqyKX2/IuRPdtVD/e4uXawNy+P98B6XCdE3KZxMm2IBfuiP1OlUv+/MIlf6/4R8oyTptJS8hjxagvywcXV9eZvscXo1Ep+MzPvYPvf0OL0P1fj0ilUvT09JDP5+no6MBgMDzS9RQKBX73d3+XX/qlX9qWPz1JKogXXngB4MBm7WefffZpl8UeeCKJxY0bN3j/+9/PzMwMXV1d2O12fud3fmfPa1/LkrtMJkMsFiMSiWxHvalUqh1Ew2AwkM/nn8qengBksjkGx+fpG35lutE7XP6idjnM3Lkr5r1ob/CzEklUTLXawtnuBuEUJ51GRWdTUDjdyuuyYDUb6BvZX4ZlMWpxWfWoFDJkEuQKMDq7RjZfeXN7pquWG/1TQmtXKuScaK8RTn2ymfUEq2zcGhR73mt8DkqSxLggwTnVUU0mm0evVVMoFrejcPc7rT7bVcu1/ukDpx9bkMkkzhyiK8OgVdFc6+Vqn9hG0mkz4LIahP0UYa8NgIm5tc3eDStumxGFUrHZOVI+4d9Ca42bxbUEK4IpVMdaAgyMLwoTqLNd1VwRTK2Cctzry7cmhNuoz3ZW7xmFW/Yu2LCatIDEaizJ9GKUxoCNm8NiBEqtlNPZKF5Mp9coaQi5uHl3Vuh6k15N2GsTNo2bDRqCHis9FTot9FoV1V4rVQ4TH/qRN3C26/Xbf1AJi4uL9Pf34/F4aGhoeOTf58vLyzz//PMMDAzw5S9/mbNnzz7S9bzW+NrXvsY3vvENXnrppX2viUajvPDCCwde86TisSEWn/zkJ7l69So1NTVEo1GgzBgfZl16LBbjhRde4Atf+AI/+7M/y0c+8hF+5Vd+hYmJCf7wD/9w1/XfruzpYWHLEH7vVKNYLG+uNBoNNTU1uFyub6sp8ym+c7EaXad3ePYVs/jIDAOju7X45U6FOuEGbbvFQMjr5IbgZKA+5CaXKzAxJxr1WsPA2ILQZEAmkzjTVcfFW6MUikXkMgmXVY9Jr0KlVJAvSqzEUtseBoNOTeshDN1+txW9VsPdCTHzbHu9j6W1OIuCnoFTnTXcGZoV9EfAue46zt8a3fU6yTc33S6bEbVSyUY6w9LaOgGPg4uCSUt2sw6fy8qdYbGNZNhrQ5LJGZ8VkwO11npYjiRYEpC7QHnTPzixVNF07bDq8buteBxm4ok0CytxJuajFd/Lh9n0y2USpzrCwv4LtVJO1yGSnPRaJU1hMb8GlEv4av1OIutp3DYDSoWM6HqKmcUY0T3ibs0GNVVOE4MTYlJIt82AyaBheErsd7bKYUKrVggX2XmdZenbuKDJ3O8y8ze/9s4ntk27UChw9+5dFhcXaWlpeeQyo1KpxMsvv8y73/1ujh8/zuc+9znsdvsjXdNrjRs3bvDSSy9VJBWf/vSnAfaVST3JeOTEIhqNcvToUV544YUd5pgbN27wXd/1XfzTP/3TQysi2djY4Kd/+qf5yEc+Ql1dHQCf+MQnuH37Np///Oe3r3vYsqeHgXg8zsDAAOl0GqfTST6f39GUabFYsFqtmM3m1yzj+ikeHxSL5Y6L3s3pxuDEPLF4kn8RbBbvbgkxPR/ZbqauhHNH6rnSMy4kwypPNUJCBXYAHocZp9VIzx5ejd33VlLvtyKXKyhJMhKpHLNL0QNNwCfaqhk8hPTpmSN1XBCUPmlUCrpbQsLejsNOQYIeG2qVguVIgmCVDaNeQ7EEa9ENJuYju6YXLTUeVmMbwoToeFuIgfHKm/4tnO2q5kqvWPSsJJWnLOdviRnMt70m9xAojUpBqMqG3aLf7lqZnFtjPZlFq1bQXu/lyiHiW8M+O7dFi+BsehxmPQPjYpMEr9OETqNiZFpsEx/0WJDJ5fsmP7ltBvxuc9mzksqQTGWIbqRZioq9j2v9NjZSOWFDfUPQQXQ9zZLgZ8L/196dh7V1nnnj/0piExLa2HcQq1lsg8AGkjSdGmaaTt9pZ8bYbaeTtYbk13RvrLrTJl3j4nSSNpM0gbxdJ3GdmLbTmW5Tk7eLDbFjI9vsq8CYfdMRO2g5vz/kc4zMdjCLhLg/1+XrSvBBPiySnvt57iU5JhjM5CyGTcJOlTITw/Cr7z6I8KCVOy96ssnJSdTX18Pb2xsZGRkubwlvtVrx3HPP4fnnn8ezzz6LT33qUy6dw+UKRqMROp2O39xeC820WJ7LAwudToecnJxlo8OKigro9fotHZ3+3HPP4a9//StOnz69rWlPQlksFnR0dKC/vx+xsbGIj493CnLm5uacTjQmJychlUqd0qdkMpnLC8CIa0zNzN1Koerl/zR29PK1ED7eEhzITET11Q5Bi70gtRxRoRpcEzhZPCk2FBarHd39wna/c9Lj0NEzvGQo30ruyUrC5QajU0G3SAQEq2QI0cgh9fOD1c7e2lGfRG66dh1F0TLERt5usbuW2HANvH28BM+PSE+MwKhpCkNjwtqr5mbEoqVraMUJ4BKJGLHhGgSrFfD2lsDP1xtNxiH0C6gxEIlEuCcrAdXXugT9Hvj6SJCdGi14SrdC5utos9ssLIAKUskRFqRAg4DUKpFIhMzEcEfdBljMzlsxMGJG/5JC8dviItSwsxA8/yI5NhjmqTnBAVq6NhSD41OCBwhmJoXj5tCE4End3DwOm82O2HA15FJvLFgsGGWm0Tc6hTtj4MzEUHT3M5gUGDBmpayvs5Tj+lHB1/9NTgJOf/ujUMh23yYYN2eqra0NsbGx0Gq1Ll/ADw4O4tFHH0VfXx9Onz6N3NzdWUBfWlrKn0QI0dnZualZNZ7CpYEFN8lwtR+OWq3GkSNHtiyP7aWXXsJ///d/46233nJp2tOdWJZFf38/2tvboVAokJKSAplMtubncScZJpMJDMPAbDZDLBYvaXPr6hMY4lo3B8bQ0N6L7v4xvHOtAw3tvei4Obzqrnx2WqzgtrOO4vIkvFvfLehUw9fHCznpcai+KqxWQ6OQIS4qSHDaVojaH3KZFGKxBBqlHBKJBBNTc+juH1t2MZSRGIGRdSz6D2bGo9E4IHymQnYiLl43CpqpIBGLkLdPeC3I7YLxbgBA4K3OVHJ/x3TpUdMUuvvH+X9bHeCP2MhAXBOYcx8erIRC5iu4iFobFegYYjcgLD0mNT4MzOSs4J31zMRw9I+Yl7RjlUu9EROugVohg83OYoyZRnf/ODISw9HZO4aJaWE/qwPpMWjoHBDcCjdvbyyuNvcJb9+6Lw6Xm4TPeCjYG4vLTb0rXu/jLUFsmApKuS9Yux2AHS0945ieE/74lxpvCu4sVbA3Du823hT0uwwAH3v/fvzgS/+4KwffWSwWNDU1wWw2IyMjAxqNxqX3w7Is/t//+3947LHH8L73vQ/l5eVQKpUuvSey87k0sOCOnDo7V37DLC4uRmVlpeB2eOv13e9+F2+88QZ+97vfwc/Pz23SnlpaWjA/P893e7rbEwe73Y7JyUmnUw2LxbKkza0n9JsmGzM3b0GzsR/1t0426tscMzgmZ+aQm6EVPCfDUasRBIPAnf74yCBIJGJ09AhbqO5NjsbQmFn4on+vFg0d/csGECIREBaoQESIClJfX8zNWxAgl+J8bbughZKPtwS5GcJbwyrkfkiODcUVgfMjQgMVCFKvXuy+WFyEBmKJF4y9q6ff+HhLEBseiLjIQNjtLEaYadwcMK3Z+ndfciRuDgmfMJ6bHosmo/AuVPn74mFo6RNUkA44UrEuCRx6BwDvyU7AwOgEAlUySCRiTE7P48bA0tkLnPXUawCOIXzLFWkvRyQSOYq6BdZ3rFYEvuL9ZMXjwtUuiEQiRIUooFH4QQIWk7PzGBqfwcSs8/f53v1xuLBGO9nF7tsfv2b72cWOP3g/nikpEny9JzGZTGhoaIBcLkd6errL33MtFgu+9a1v4ZVXXsHzzz+PT3ziEy4/OSGewWVVvwzDwGAwrJmfxp1kVFZWbsnUQ7PZjKamJiQkJCAnJwd5eXkoKCjAwYMHoVAotjWFyGKxoLOzE319fcumPd0NsVgMpVIJpVKJ2NhYsCyL2dlZPsjo6OjA9PQ0ZDKZU6AhlUopfWqX8fP1RtaeWGTtiXX6+MAIg/q2m7hnfxzevd6OnqEJ3BwyL7tjuj81Fn3DjOCgomB/Iq619AgqcuYKumuudQgqRuc7Vq1S78CywMDoBAZGJxAg80FkkAJXmrohk/ogOSIEaoU/WBZgJmZxY8D5dCMqVA1/f1/BQUVyXChmZhcEBxX7UqLQO2gSHFQcyIxHk3FQ0KnJgsWGYLUcf61td1rEhwYqEBWqgr+fD+YtNgyNTaFn0ASWBe7N0gpuPeuop9DiwlVhtSZ8q1qBi2wfbwl0e6JRLXCR7efjhf0pkfirwfGzar8jXS08SOGYqu3rg9l5C4bHpxAeosR5gfM1/P28ka4NE7zo54bwCQ0q/P28kRYfKvjxpb5eyEgM5+eDsCyLm0Nm3BxyTosLUvojROMPXwkgEQPNRmGdn7wkYuSmRQsOKiQSMb73+f+DRz+0+1JsWJaF0WhEd3c3kpKSEB0d7fL31p6eHjz66KNgGAY1NTXYu3evS++HeBaXnVhwaVAlJSWrpjlVVFSgtLQUx48fX7Wf8EbYbDY0NTXh/PnzqK6uRk1NDXp6epCRkYH8/Hzk5+ejoKAAERERW/KCwLIsBgYG0NbWhoCAAKSmpgpKe9osCwsLTt2nzGYzvL29nQKNgIAA2s3Ypebm5tDc3Ayz2YzU1FSEhobCYrWhpWsA9W23azd8fLzxv9WNgnZ3FTI/pGrD8a7ALk5hQUoEqeVoENjZKDEmBFY7BM+yyEyMxOCY86TsO4lEIkdb1EAF1Eo5pmfm0d03hj4BMyQcrWFvCN6Jvzc7ETXLdIlajqP7V4LgVrJ+Pl7I2rN6wLVYkEqGjMQoWKw2frL2jYHxFVODlAF+0EYG4WqLsE5IgUoZwkNUaBA4xC5UEwCN0h/NXcI6eoUFKaCQ+aHthrATMcf1UgyNTSImXA2l3A9WG4tRZgpdfeOw3fEzCQsKQIC/r+BOSxHBCvhLfdFxU1jd0XofP1gtg0bhj9Ybwmp9NAopIoKVaOh0fD8D/H0QpvGHn7cIFqsNEzMWDJpmwX3ZAf4+SIgKwrU2YT8vmdQHP/v6Uby/IEXQ9Z5kbm4ODQ0NmJ+fR2ZmJhQK1xaqsyyL3/72t3j88cfx4Q9/GC+++KLL52UQz+OywOLUqVPQ6/UoKytbtV1XVVUVioqKUFhYiHPnzm3LvbEsi5s3b+LChQu4cOECampqUF9fj5iYGOTl5fGBRmpq6oYX25OTk2hpacHs7CxSUlIQEhLi8t0Mm822ZEq43W6HUqnkAw2lUrnuKeFkZ+GeBx0dHQgNDUVSUtKax/dDYxOov5VG1dDeh/r2XrR1DzqdbqQlRMA8OYO+YUbQfeSkx6G9ZwhmgYWt92QloVbgLAuRyHH9O9c7hQ2BE4uRmRSGq623i4oVMj/ERATyQ9/GJ6bR3TeGuQWro94hOcppQN5q1AH+iIsKxFWBRc6OVKkANAocqBcdpoafrzfaBS6y4yICIRKJl7SeFYtFjlawgQr4eEswM+cYRBcg88XcghW9Q4ygx0+NDwUzOSe4niJdG4ph0/SqAeBiGQnhGBibEFxEnZ4QjqGxledl+Pp4ITZcjUCVDGKRCHa7HX0jk+gZFFY/kqYNxZBpGmOMsFSy1LgQjJmnMSKw01JSTBAmp+cFfz/jwtWw2dklJxl38vWRIFzjD5XMCxKJGKPmBfSPTcNiW335EKyW4ZfPPYjs1EhB9+NJhoeH0dTUhODgYKSkpLi8Lfz8/Dyefvpp/PSnP8VLL72Ef/3Xf3X5WoN4JpcFFlz1fXl5uVOb2TsZDAbodDpkZ2ejtrZ2G+/wNpZlYTabUVNTg/Pnz6OmpgaXL1+GVCrlA438/HxkZ2fDx8dH0JN1cdpTTEwM4uPjXf7CsxKWZTE9Pe0UaMzOzi6ZEu7qdnlk80xNTaGpqQkLCwvYs2fPhnqZL1isaOkaRH1bL270j+JSnRHXWm9i1LT64oevXxBY0O04BYnAuw3dgq4P1gQgPEiJujZhO+tRoWr4+XgLah8qkYiRmx4Hby8JWADTc/PoG2IwPL7y17xHGw5mYgYDo8ImRe9LiULvkBljZqFD42LQ3jO8Yj3BnQ5kxKGxc1BwfcTBzDjcHDQhWC1HgMwPFpsdw+NT6BlYussPrL+eomBfPK409Th1AFvNelrhOh5fiytNNwU/fv7eOBhaerFgsSE6VInQIAX8vL0wNbeA3iFmSTBwMDMW11oHBBd1H8iIRn37IGbnhRWN6/ZEorlrWHCR+d6k8FXrS+6UEhsE08Tt9rMSsQhhGikUUi94eXlh1mJH/9g0ZuYcX19SdBB+9d0HER/p2gLl7Waz2dDe3o6BgQGkpqYiPDzc1beEzs5OPPzww7DZbDhz5gxSU1NdfUvEg7nnSnYZQvsKbwWRSASVSoUPfOAD+MAHPgCWZTE/P4/a2lpcuHAB1dXV+N73vofp6WnodDr+ROPgwYNQKpVOgYbdbserr76KsLAwxMbGIi8vb1vTnu6GSCSCXC6HXC5HVFQUAMfuBxdk9PT0oLGxEb6+vkumhNOOyM5it9vR1dWF7u5uREdHIyEhYcN1Pj7eXtibHIW9yVFOHx8YNfOpVI5Tjj603xiE1WZHXEQQvL0lgoOKPdoITEzPCQ4q9qdG4+agSXBQcSDTMdyvd1rYoj8zIRTXW28uWRQGKmWIDtdA7u8Lq82OEdMUbvSP4eDeeLxb3y1sESwS4b6sRFRfNwpKleKmbgudHyERi5G/7y7qI645ru+/IzXMz8cLidFB0Cj9Ib41eyJQJcdfDMIf/0BGDGoEDgT0kohxMCNWcP2FRCx2DMkTWC8gFouQvzfO6fF7BpklrWuDVDJEh6kg8/OBXOaLlu4RwUHFvfvjUX19fUXjNXXdgn4fACB/byyurKMTVU5aFJqMQ05Bi83Oom90BouTE0UiIETph8x4NT5TnA3rzBhGRmxQKpUuL1beDtPT06irq4NYLMbBgwfh7+/v0vthWRa//OUv8alPfQof+9jH8Pzzz9OcK7LlXHZiwXV7EnpioVKpYDIJO252BbvdjpaWFvz1r3/l6zS6u7uRnp7On2oEBATgG9/4Bvr7+/HKK6/gAx/4gMcsvK1WKyYmJpza3IpEoiXpU67uuEVWxjAMmpqaIBaLkZaW5pJ84PkFC5qNA2g29uNqcw/qb00YH19pV14kwr1ZSbhU3yVokSQRi5C/PwHVVzsFLdocpybra/W6J174pOUAf1+kJ0ZgzDyNQJUcXmIxJqbncGNwfNnUL1WAFNroEBgEpkoFKv0RFarG9TZhtSlBajnCAlVoEFgwHqyRI2QdqVhBahnCAhVo7BxEZIgS4UFK+Pp6Y2bOgv4RMwbHppZcH6oJQKOAeRYAEKTyR+itxxdCo/BHZKga9e3C7l8p90P8OlrzyqTeSIsPw+Wmm7f+3wdxERqoAqSwAxhlZtDdPw6L1ZGG5+MtQXZqJC7WC2t+IBGLkJcZK7joHRDh3qw4XLgq9HpHp6iauhuCg5bDhzLx75/5O8zNTsNsNsNsNmN6epqfr8Q1E5HL5R5Tt8e1h29tbUVUVBQSExNd/rXNzs5Cr9fjF7/4BcrLy1FcXOwx6w3i3lwWWBQVFaGqqmrNwMJoNCIhIQEAtqzl7FZgWRZ9fX24cOEC3n77bfz617/G2NgY9u/fj4SEBBQUFOCee+5BamqqRy627XY7pqamnNKnFhYWEBAQ4HSq4evr6+pb3fW4IYwDAwPQarWIiYlx+ZvinXoHx/naDe50g5mcQVS48AF24cFKaBQyNHYKWzTHhAfC10d4PYI2KggsC3QJLBiPC1fBYmPRt8IAu/AgJSJCVZD6+mDeYoXFasOIaWrF6+/kmLo9I7gtb0ZCBIZNUxgeF1a/kJkUgcHRCcH1DukJYbcGFa58vUbpj+hQNQJkfpB4STA5PY9rbf2CFrUpcSEwr2P+RWJMEGZmregfEfb94YfqCZzHERmsgFTA5G1vLwniIjSICFHCz8cLfSMT6O43YWqNFDSF3BfaiEBcEzg53M/HMZn8cqOwoFQsFiE/MwbV14V1MQOA4w+9F08fK1yygLVYLHyQwf3h6vYW/9mJ7wcWiwXNzc0wmUzIyMjYUNroZmlpacFDDz0EqVSKn//85/wayp3pdDq8/fbbWzYMmWwft0+F4lKgdtovm0gkQmRkJGw2G37zm98gIyMD3/nOdzA+Po7z58/jv/7rv/Bv//Zv8PHxcarT0Ol08PX13fE7C2KxGAqFAgqFAjExMWBZ1mlKuNFoxNTUlNOUcLVaDX9//x3/te8kw8PDaGlpgUwmQ15ensuP7lcSFaZBVJgGD9x3uy3izNwCGjv6UN/Wh7q2m47TjY6+Zdut5qTHoqNnBI0jwhZhB/dq0dghfOBd/v4EXG+5KahtLgDkpEWjrq0fC6ucsgyMmvl6i3uyElHX1gtvLwnStWFQKfzBsizGzI6hb3fWKdyzPwHvNghMrQJwb1YiLtZ1C54HcU+WFpfWcf29WVpcqr+x5v2Mm2cwbp5BwX4tLtd1Y37BCh8vMcJD5QgPVkMikcA0MYvuO7pS5e2NxbWWPswJrNc4kBGLho5BwfUI2alRaO8ZETy5OjMxHH3DZvQJCFoc3bZYtN8Y5oMckUiEmDAVwgID4OPthem5BfQMMhgzO06xokKU8PISCw4qgtQyBCnlgoOKAH8fJEYHCQ4qvL0kePH4h/Dg3+uW/3tvbwQFBSEoKAjA7bo9rhsh1/ZcKpU6BRru3o3QbDajvr4e/v7+yMvLc3lgxLIs3njjDXzhC1/AsWPH8J3vfGdHpKBVVFTAYDBgfHx8x631yFIuCyzW+8vj6gmV69XQ0IBPfvKT6OjowPe+9z0cOXKEXzC///3vB+CoUzAYDHydxksvvYSJiQlkZ2fz8zTy8vKgVqt3/GJbJBJBKpVCKpXyxWzcLhbDMBgcHERrayskEsmSKeHu/MayU83Pz6OlpQUmkwnJyckIDw/fcb9j/n4+yM2IR25GPP8xlmXR1Td662TD0ZUKEOG3f60TdOLp5+OF7LQ41FwTlv/PTbl+R+AsC5nUBxlJkbgksEuU1NcLaQnh/KyM+QXrkhMXiUSM+AgNQjQB8PXxhtTPG1ca117Ec/eTnhApuJ7C388bmUmRqBZ4vZ+PF/anRgl+fG8vMXIz4lCzKLVnwWrHjcEJ3Bi8vUgXi0WIDVMjPCgAaqUMg6OTkPv7CAgsRLgvSyt4PgXgGDJXc114/cI9+xyTqIUGdbnp0WjsHHIKSlmWRc+AacnpSKhGjn0pkViw2jE9u4AFi23NE5eEqEDMzlnRInBSeniQAv5+3rjaKixoUQX44Y1vfwzv1QnfFV9ctxcZ6egYZbFY+G6Eo6Oj6OzshN1uh0Kh4FNq3eVUg2VZdHd38xkVsbGxLn/9nJqawuc//3n84Q9/wOnTp/HBD37Q5fckBMMw0Ov1rr4Nsonc/sRip7pw4QIOHDiA3/zmNwgICFj2Gl9fX/6k4qmnnoLdbkdbWxvOnz+PCxcu4MSJE+js7ERaWppTm9uYmJgd8YKxljt3sex2u1Ob2+7ubthstiVTwqnN7d3jUvTa29sRGBiI/Px8t3ij3iwikQjaqGBoo4Lxofdl8R9nJmdQ39aLulsBR11bL1q6Bpx2+uMiAuEl8RIcVHCpTxcFzoNIiA6GzWYXHFTEhqthsdrWrNew2ezo6huFSATYWRbdt1rDBqvliApVQyb1xYLVhqGxSfQMjoOLr7hWsu82CNuVjg13nBhcqu8WdH1kiBL+Ul9crBN2fagmABq13CmoWIndzmJyeg6qACkuXmjiPx6sliM6TA1/Px8sWGwYGJ3AzVutb+VSH6TGhwkOKrihehcEXr/+egdH0FK9jsneCdFB+NOVTqegRSn3Q2y4GgqZHyw2FsPjk+gecAw1zEqJRPvNUUzNCDtJS40Lxph5Bp29wtPDfvHcg0iNCxF0/Wq8vb0RGBjIpxKxLIuZmRm+Zq+zsxNTU1Pw8/NzCjS2+1Rjfn4eDQ0NmJ2dRU5ODpRK5bb92yupr6/Hgw8+iJCQEBgMBsTExLj6lgQ7efIkcnJyUFVV5epbIZvE5e1mhc6xcGW7WVfhBuctnqdx7do1hIeH84HGPffcg7S0NI+s01j8xsL9mZmZoSnhd2l6ehrNzc2YnZ1FamoqgoODXX1LLmW12tDS7WiD294zjOutvbjScAOjzNo1A/n7tLjWsrTr04rX79fiWvM6rt+nxbXWXsHX56RHo7FzELNrpPb4S30QFx6ImAgNZmYtGDZNobtvfM2d/tz0GLR0D2FyWlgqUFZqFIx9Y4Jnj2QmRaB/dFLwvInk2BBMzcwJqo+Q+/tif0oUvL3EmFuwLSmYXk6oRg61wl/wLr86QIrocDXq1lHvsDc5Au82CKsPEotFyN8XL7jTlb+fN+7L0mJqdgEsC4yaZ9DVt/rXnJsWjUaj8PSwA+nReLPs4whRb9+ANavVuqRWw2az8bV7XArVVnU+Gh0dRWNjIzQaDfbs2ePyFvF2ux0//vGPceLECXzmM5/B1772tR218WYwGHDlyhWcO3cOlZWV6OzshFardfVtkQ1y2bNCp3PkYnZ2rp5CYDQ6dgNzcnK2/J7cjUgkQkREBI4cOYIjR46AZVlMTk7i0qVL+Otf/4rf/OY3ePrpp+Hl5YWDBw/ypx85OTnw8/Pb8YttkUgEmUwGmUzGH5cvLCzwQUZvby+amprg7e0NtVrt1OaW0qdus9vtuHHjBoxGIyIjI7F//36XvyG6Ay8vCTISI5GR6Dy8q3+YQV173+0TjrY+dPaOwG5nb6c+CTyluJ0qJex6qa839q9jKraPlwR74oJwRWDu/MKCFWqlP/5woZH/mEQiRly4GqGBSnh7Owqmbw4xGDfPrLtVLQDcl52A6mvCWuECwD1ZCbhUf0NwvUb+3jhcbekVXE+RHBuMurY+TEzfntfg7SVBUrQGQSo5xBIxzFPz6O4bx9TsAtK0oRgxTQsOKrRRgViw2AQHFWGBAVDI/QQHFQqZLxJigtfRPleErJRI/O87rU4fd3zNagSp5JCIxTBNzqKr34SZOcu629v+0/sy8NpXDsPPd3sXsV5eXsueanBBBle7x7U+5wKNjabU2u12dHR0oLe3l59N4er3V7PZjCeffBLV1dX45S9/iaKiIpff03qVl5ejvLx824Yfk+3hstUFFyiMj4+veh1XvL0TuhpsNZFIBIVCgaKiIhQVFQFwLLSvXr3K12m88sorYBgGWVlZfJ1Gfn4+NBrNjnvRWY6Pjw9CQkIQEuI4el88JXxsbAydnY42one2ud2tC2mz2YympiawLMu3bSariwhRISJEhfffk85/bHp2Hg3tfejoGcal+i7YbHY0dvSvWqytjQwCC+GpUnGRgZBIJIKDiqhQNfz9vHG9Y0jQ9aGBAdAo5Uta59psdnT3j6G733m6dlJMCMJDVLDbWeSmRzvSiu6Y1bCYQuaLpNhQnDcIqzeR+npjb0qU4AXznfMyhLg3S4vqa11LFswWqw3tPSNo7xnhPyYSiXDoQDKmZhZutelV4OYgg9FVpmTr9kSh9caI4CJ/LmhpuzGy9sUAYsJUEEskuNoirL2tKkCK2HD1sulYjq95FO09t7tU+XhL8F5dHGbnLLhnXwzMU/O4MWjCxNTKX8/nP/4efOPxv3WL95PFm08REREAbrc+N5vNGB8fR1dXF6xWK1+rwb03CG2SMjMzg/r6erAsi4MHD7rF3Kna2lo89NBD0Gq1uHbtGsLCwlx9S+t26tQpqq3wUC5LhQIcLwprpThxKVN0RCYMt7PC1WlUV1ejo6MDqampTnUasbGxHrmrz7Lskja3c3NzS9rcevqQIKvVis7OTvT29iI+Ph5xcXEe+fN2JbvdjvaeYdS19aKu1VG3UdfWi+HxSeTv0+J6a6/gLlEH98ajoWMA07PCFqi56bFo7R5y2oVfTXKMBgOjU5gUmGufnhCOUfPskla1ATJfxIYHQhUghc3GYtQ8je6+MUSHaWC12dEzsPpGEScqVAUfH28Ye8fWvhiOYXNhQQo0dAibNyGX+mCPNgyXG4WdCjiClnhULzOEL0QjR1SoCjI/X8wtWDEwOoG+4Ylbu/xdgk9m8vbG4uo6Jo3vTY5AzyADRmA6WVyEGnY7u2RQ30pUAVLEhKlQt8wMj8gQJSKCFfD18cb0rKMjlXlqHt//4j/g4X/IFfT47oJlWczOzvKNQsxmM6ampuDj4+MUaAQEBCxJKR4YGEBzczMiIiKQnJzs8tdQu92OH/zgB/j617+OEydO4MSJEzsyDZphGJw8eRJlZWUAbs81o3WeZ3BpYMEFDSaTacWdVLVaDa1Wu+vqKzYLy7IYGhpyqtO4evUqQkJCnAKNjIwMj93VX9zmlmEYTE5Ows/Pz6nNrUwmc4sduM0wOjqK5uZm+Pn5IS0tzS122HaToTEz6tr6cL2191Y6VR86bg4vuwD18ZYgJyMeNQK7SknEIuTvS8AFgRPJRSJHK9nqa53rSE1KxLsNwrpKAY56ENPENNQKGcQikWPAX/84Jlaox8hKjUbHzVHBrVsd8zimMSRwPkVchBoikRhdfUKDFjnCgpWCgxaprxeyUqMwObMAhcwPNhvrqFXpH1/2eywSAffsFz7JHADu2R+PSw09gtPD9qdEwNg7tuL3/E7rD0L8cPrZj+N+XaKg692dzWZbUqthsVgQEBDAF4SPjo7CZDIhPT3dLerRxsbG8MQTT+D69et4/fXX8Z73vGfHvmeVlpaivLyc/38KLDyLSwMLhmGgVqtXHJLHTd0+d+4cCgsLXXCHnofrH87VaVRXV+PSpUsQi8U4cOAAH2jk5OR4bFE0VwC4ONgQi8VL2tzutJ2ghYUFtLa2YnR0FElJSYiMjPTIn99ONDO3gIZb3aiutzpONkwTM5B4SdDWLSyVKSxQgUCVTPCUa41ChpgIDa61CKu/8PORIDZMhdabwgbArZaaJBKJbk3WVsHXxwuz8wvoG5pAQnQQ3qm7AbvAt52CffG40tSDBYuwIEe3JxptPcOCi8xT40PBTM4JHqoXEayATOrrlELFkfp6Iy5CA43CH4AIY+ZpDJumER+hETyJXSIWIW9v3Po6S+2Pxzv1N2ATGoQkR6CrfxzmKWGnXQlRgah87mEkx7p+cb1VFs9ZGhkZwcjICOx2O1+/t7hWY7vfF1iWxTvvvINHHnkE+/btw09+8hO+k+JOVFVVBYZhcPjwYf5jFFh4FpcGFoBjMIper0dXV9eSUwudToecnBynyJZsPovFgmvXrvGpU9XV1fyU8MV1GkFBQR65ULXb7ZicnITZbIbJZALDMLBYLEva3LrroCGWZfk5ICqVCqmpqR6f6uUJbLbbqVTXW3tRdyvwGF1mkvX+lGj0DI5j3Cysa1KaNhzjE9MYHBXWNlQbGQQ7REvqLFYSFqiARilDk1FYkKOQ+SIuXI3u/nFEBCsQqFHCamUxND6JG7daoy7m7SVGbnosapZJTVrJSvUUK8nfF4+r6xiqtzc5Ar2DDMYnVq65WCwmTA0fbwlY1tEG10sihnlqDt3948umpCnlfoiPFD5J+27a296zP35dhfL3ZcXj9Ml/vRUseTaWZdHT04OOjg7Ex8cjJiaGf1/gNqIsFgvkcrlTYfhWbsDZbDa88MILKCsrwze+8Q187nOfc3k61kbdeVoBUGDhaVweWADg286WlZWhsLAQRqMRer0e2dnZfA4e2T52ux1Go5E/0aiurkZbWxuSk5Od0qfi4+N3/Ivccric3MUnGtPT0/D393cKNNxhSvjs7Cyam5sxOTmJ1NRUhIaGuvR+yMb1DzO36jUcgYaNZfHbv9YL3pG+JysB79YLn7p9cK8W9e2rF6IvFh+uwJh5DhMC6zUSooIwNTOLofHlgyKZ1AdxEYGOaeJ2YGpmAXYR0LBM7v9yAvx9kRIXgitNwk5mJGIx8vfF44LAonHAkcp0qV74pPGslEhHu91lTgVEIhGiQpQID1bCx0uC6dkFzC1YMT1vXTIQbyVckfb1LQxCHvo/Ofj+U/8Ib6+ddXJ7NxYWFtDY2IipqSlkZmYum5rNnWosDjQmJyfh7e3tNC1cqVRuyqnG0NAQjh07BqPRiNOnTyMvL2/Dj+lqer0epaWlS4IHCiw8i1sEFpzKykoYjUaoVCocOXKEOti4CZZlMTw8jOrqar5Ow2AwIDAw0GmeRmZmpsfWaVgsFqdAw2w2w8vLiz8mV6vV2zqoidtd6+zsRFhYGJKSknZU/3KyPhNTs7cG+/Xh+q0i8WbjIBYst3fb5f6+SNOG492GbkGP6e0lwYHM+HV2WUpAzXXhrWSzUyPR0DmABYuwBXlmUiQGRidhnpxFXIQGQWpH62jz1By6+8YwNesczMRFqAGI0N0vrGhco5QhMlSFeoFBi4+3BLo90XhH4JA/wJGaVFMnfFJ3VmoUOm+OQurnjagQFaR+Ppidt6BvxIzB0aWnV+utj1DIfaGNDMQ1gZO0xWIRvvn/PYDPfuw9gq7f6cbHx1FfXw+VSoW0tLR1vY7abDZMTk7y7wlmsxkLCwuQy+VOheHrOdVgWRZ/+ctf8Oijj+Lee+/Fa6+9BrVafbdfntswGo2orKxcdm4ZBRaexa0CC7IzcL3D3333XVy4cAHnz5/HpUuXwLIscnNzneo0PKkoerHFU8JNJhM/qOnONrdbsdifnJxEU1MTrFYr9uzZA41Gs+n/BnF/FqsNzcYB1LX1ob69FwMjE6i62Azz1NpdhMKDlVAFyNDcNSjo31LI/ZAUE4LaJmFdliRiEVJjNGjsFpZaBTiKzC/WrXwqIBKJEB2qQliQEr4+XpCIxTD2jaFnUNguf3JsCKZmFwQN1QNuTQJX+qO5S1gNDDep+2K9sEnmgCN9q2aVzlIahT9iwtWQ+/vBYrVBIhaj0TgI8yrtYBeLCVNBLBahu1/Y90ju74Mff+0j+MC9aYK/hp2KO5nv6elBcnLyptWkcacaXLAxMTEBLy8vp2nhCoVi2U04q9WKkydP4j/+4z9QVlaGJ554wmOyApZLgeJQYOFZKLAgm8JqteL69etOdRrDw8PYt28fP7gvPz8fISEhHhlocEXxi081Zmdn+XzcxW1u7/brt9ls/BthbGws4uPjd1yBOdlaLMuiu38M11tvF4lfb+vFwIiZvyYrNQbdA+MwCawVSIoJxuy8Fb1DwhanoWo5fH1E6BkSVhAtk/ogPSES7zYIW5A7Ol0l4MJVx9C+EI0c0WFq+Pv5YnbegoGRCfQt+noBIG9vPK61Cq+nSNeGYtg0jZFl6l2WExakgELmh7Ybwobq3W0Q8k5dD/xvFYkr5H6w2uwYMU2he8C0JDjZmxS+rna1UaFKnD31EPYmRQi+p51qdnYW9fX1sFqt2Lt3L+TyrZsezm1CLe5ANTc3hz/+8Y8YHBzEwYMH8Z73vAdqtRqf+MQnMDw8jDNnziArK2vL7mm7VVZWQqVSrdiEhwILz0KBBdkSdrsd3d3dTvM0WlpakJiY6BRoJCQkeMyOzJ3m5+eXtLn18fFxanMrl8sFBRrj4+P8lPG0tDQEBARsw1dAPMXw+CSut/aivWcI79bfwLXWXnTcHFmz0Dl/nxZXm3sEL8hTYgIxMDopuP4iPFAOicQLvcPCThFUAVLERwbiasvqXZaUAVLEhmuglPtB7u+H1hsj6OofX1Ikvpz1dqLKSAjHwNgExhhhhfVhgQFQBkjRKnCytyMdKwbv1K0chPj7OYINtcIfdpaFr48El+p7MDsv7OeWkxaNN8seRFig57+uDA0NoampCaGhoUhJSXHJ5gwXWPzud7/D1atX0draCrFYjMDAQDzyyCN473vfiwMHDkChUGz7vW02hmGg1+tXbcJDgYVnocCCbAuWZTE2NuY0T6O2thYqlcqpIHzfvn0eWyvA9U5fHGwA4I/HuXqNxW90FosF7e3tGBwcREJCAmJiYjzyxIdsv6mZedS3O2o2rrf24npbH5qNA1iw2BzzNdJjUbOO+otMbRAau8cE1xbo9sSgpXsY07PCgpCk2GDMzlnQO8QIuj5Q6Y/IEDXq2h1Tqx2L70ColTLYWWCMmUZX/zgsVkfqlZdEjIMZscsOyVvJPfvi8W5jj+BC+XRtKIbGpzAqMAgJUssQolagySgsHYtvV3utCz7eEkedikoGiIBx8yy6+sYwf0fAdPjQXpR/pRh+vp75usux2WxobW3F0NAQ0tLS3KLRxcLCAr72ta/hxz/+MT796U8jMDAQly5dwjvvvIOenh6kp6fzm3Af/OAH3WKexnpVVVWhuLh41WsWvxdyTpw4sWw9BnF/FFgQl+A6L7377rt8UfjFixdhsVic6jRyc3MF7+rvNIunhHNtbhcWFvghTSKRCAMDA1AoFNizZw+kUqmrb5l4uAWLFc1dg2jrHsKl+m6+De7UKsPsZFJvRAbK0NbLCPo3xGIxCvatb2Dc/uQwtHSPCj45ccynmF2z3a63lwRxkYGIDFbB19cbvUMMuvrHMTNnWfXzvCRiHMhYXzvcgn1xuNJ0U/BJSEpcCMyT84JnbCjlfoiL0KzaKcpLIkZshAbBahm8JBL8TW4i9A+/zyNfXxebmppCXV0dvLy8kJmZ6RavpV1dXXjkkUcwOzuLM2fOID093envBwYGcPHiRbzzzjt455138N3vfhcHDx500d1uLZ1OB4PBQCcWHoICC+I2bDYb6urq+NSpmpoa9Pf3Y+/evfyuTUFBAUJDQz32jXB2dhYjIyO4ceMG5uYcrSr9/PygVqv5FCpPLYgn7ollWXTeHMG11t5bpxuOU45R0xQig+Sw2tkVW8neKVApQ2SoBnVtfYKu95KIsT85HFeahV0POFKZaptvYl5gELInPgzjk7P8ZG+xWISYMDXCAhXw8hLDPD2PGwMmTNxqHRuo9Ef4OiZ1O1q9xq3rJORgRizq2gcxO796gMOJj9DAZrcL7hTl7+eN8q8cwT8d2iv4nnYilmXR29uL9vZ2xMTEQKvVujz1lmVZ/PrXv8YnP/lJFBcX44UXXoBMJnPpPbkaBRaehQIL4rZYlkV3dzcfaFy4cAFNTU3QarVOdRpJSUkuf7PYDNybYEdHB4KDg5GcnAyRSOSUPmU2myGRSPgOI1ybWyriJtuFayJwtb4VcyIZesfmbrXB7UPPwMptX/fEh8E0OSd4aF+IJgBBajmaBE4a9/YSY39KJC43CptnAQAF+7WCTxEiQ5TYow0Hy7IYN8/g5pAJo8zqBfAahT+iwlSoEzhvQiQS4Z79Wly4KjwIyU6NQnvPCCZXOVVaLDJEiTdPPYSslEjB/8ZOZLFY0NTUBLPZjIyMDLfonjc3N4cvf/nLOHPmDF555RV85CMfoU0iUGDhaSiwWEVVVdWKXQyWc+rUKVy+fBlarZbPGdTr9fRE2SQsy2J8fNxpnsaVK1cQEBDgNCF8//79bjsleyVTU1Nobm7G3Nwc0tLSEBgYuOx13JTwxXUaFotlSZvbnfb1k51hYmICDQ0NEIvFyMjIWNJNZ9w8zZ9qXGu9ibq2PrT3DCN/rxaXG4UXRGcmRWBgdGLZKeTLCVb5Q+7vg65+RtD13l5i5GbEryuVKW9vHK619DqlY4Vo5IgKVcPfzwdzCxb0DpsxOOo4+UiMDnLMoxg2r/SQTgL8fZEcG4ra5tUL0xe7NyseNdeFz8zITY/GmbKHPL5I22QyoaGhAXK5HOnp6W7xetjW1oaHH34YEokEZ86cQVJSkqtvyW1QYOFZKLBYQWlpKaqqqtDZ2bnmtQzDQKfTQa/Xo6SkhP+4wWDAoUOH8PbbbyM7O3srb3dX4iahXr58mS8Kv3jxIubn55Gbm8sHGwcOHEBAQIBb7gzZ7XZ0dXWhu7sb0dHRSEhIWNfpAzdTxGw28/M0pqenIZPJnNrcrmdAEyF34rq8dXV1IS4uDvHx8YJPCWdm51HX3n8r2HCkUzmG+y0fZNybpV11nsWdMpMi0D9iFtyVKUQtQ6BGgeZ1FETn743HBYGF7GqFPw6kx2B2wYq5eSsGRyfQs0bBeUyYGhKJBF19wgb9+XpLkLUnChdX6RR1p4++Pxsvn/hn+Pp45hBTwPF62NXVha6uLiQlJSE6Otrlr3ssy+LNN9/EZz/7WTz88MN47rnn4Ovr69J7cicMwyA+Ph4Mw+Ds2bM4fPiwq2+JbBAFFoswDIOqqiro9XoYjUZotVpBgYVOp0NOTs6y7dQqKiqg1+vR1dVFk8S3gc1mQ2NjI86fP8/Xady8eROZmZlOdRrh4eEuf8NhGAZNTU0QiURIS0uDUqnclMddWFhwOtGYmJiAt7e3U6CxnVPCyc42NTWFxsZG2Gw2ZGRkbEoLzAWLFY2djuF+11p6ca21F529o0iMDsal+m7Bj3NvVgIu1nUJDkISItUYNc/CPC2sE1Wg0h8RISrUtwtNZcKtVCbnIEQh80PsotkTw2NT6B5wtL/dnxKJrj4TzLdqONYSrJEhSCkXPLhPLBbh60+8H5//+HsFXb9Tzc3NoaGhAfPz88jMzHSLVq3T09N46qmn8N///d/44Q9/iA9/+MMuf99xF8XFxaiqquKzOzgqlQoajQbnzp2j04sdigIL3I6YtVotCgsLUVpaioSEBEGBRWVlJYqLi1c9wlOr1Thy5MiqfZzJ1mBZFj09PU5tbhsaGhAbG+tUp5GSkrJtC22r1YqOjg709fVBq9UiNjZ2S/9tm83GTwnn/tjt9iVtbpebBEt2L+6509HRcVenaetlt9vR2j1861SjD9dbHKcbyy24pb7e2Jscue4g5FKD8NawqXEhYKaE14Qo5H5IjAqCYY0ZGxx/Px/cl52A6VkLbHY7hk0z6O4bg22VtKaUuBAwiwrN1xLg74sff/2jeODePYKu36mGh4fR1NSE4OBgpKSkuMVrWVNTEx588EGoVCqcPn0acXFxrr4lQrYFBRYrEIlEggILnU4HhmFWvY4b/kLfatdjWRYMwzjVaVy+fBkymYyfp5Gfn4+srCz4+Phs+u7SyMgImpub4e/vj7S0NPj7+2/q4wux0pTwgICAJVPCye40MzODxsZGzM/PIyMjw2WnrSzLoqvPMUn82q1UqoERBvMLVnTcHBX0GL4+XsjeE4N36roF/7tpsWq095n5GRdr0UYGwmqzo2dQ2HRyXx8JslJjlkze9vPxQlxEIAKV/mABjDIz6Oobg8Vqx8HMWFxfx/Tw+EgN3jr1ENK0YYKu34lsNhva29vR39+PPXv2IDw83NW3BLvdjp/97Gc4fvw4PvnJT+Jb3/qWx85mImQ5FFisQEhgwTAM1Go1CgsLce7cuRWv0+v1OHXqFOUPuiGWZTE/P48rV644tbmdnZ1FTk4OX6dx8OBBKBSKuw405ufn0drairGxMSQnJyMiIsKtjsTn5ub4Og1uSrifn59ToOGp80TIbSzLoq+vD21tbQgPD0dycrJbdhzrG2JwrdWRQsXVbvQNM0uuCw9WQiEXPuXaSyLGwcw4VK9jMGBuegyajIOCB/2FBSmgDPAXfE++3hLcl52AmTkLRCIRxm4FG3cOulvsPdlavP7sxxGo9Nw2ptPT06ivr4dIJEJmZqZLNmnuNDExgc985jP405/+hJ/+9Kd4//vfT6+ZZNdx/XnhDlZVVQUAa+YBJiQkAAAuX75MgYWbEYlE8PPzw7333ot7770XgGMXrLm5ma/T+PznP48bN244TUEtKChAZGTkmm8aLMuiv78fbW1tCAwMREFBgVsW7vn5+cHPz4+fRmu1Wvk2t8PDw2hvb4dIJFrSfcodF53k7szNzaGpqQlTU1PYt2/fip3J3EFkqAqRoSr8/Xsy+I+NmKYcwUaLY5L4+MQMGjoGBS/gg1QyhAUp1hVUZGoDcaWpB0K35zISIzAwNin4nrj0qqpLbU4f95KIkRCtQYhaDrFYDGZilh/s94l/zMN3P/8P8PbyzOcm95ra2tqKqKgoJCYmukW92LVr1/Dggw8iKioK165dQ0REhKtviRCXoMBiA4xGxxsQFzishAs8DAbDlt8T2TiJRIKMjAxkZGTgiSee4OdLcHUa3//+9/HYY48hOjraKdBISUlxWmg3NDTg6aefxuOPP46srCwEBwe78KtaHy8vLwQGBvKLS7vdzk8JZxgGvb29WFhYgEKh4Os0VCqVW7R1JOvDsiwGBwfR0tKC4OBg5Ofn78jUjWC1HEV5qSjKS+U/xkzO4vqiAvFrrb3ouDm6pD3rnvjQW4GIsJkZCpkvEmOCYVhHa9h79mvxbuNNwTUecREasCy7bM2G1WZH581RdC5KB/P18cKr/3YY//rBXMH3tNNYLBa0tLRgfHwce/fuRVBQkKtvCXa7HeXl5Xj66afx1FNP4Stf+Ypb1HgQ4ir0278BXJrUWvnH3GCe8XFhrQSJexGJRIiOjsZHP/pRfPSjHwXLspiYmEBNTQ3Onz+PX/ziF/jSl74EPz8/5OXl4cCBA+jp6cHp06fxD//wDzhw4MCO7wgmFouhUCigUCgQExPDt/plGAYmkwmdnZ2YmpqCv7+/U/qUv78/pQK4sYWFBTQ3N4NhGKSnpyMkJMTVt7SpVAFS3K9LxP26RP5jUzPzjm5Ut1KoJmfm8falVsGpTI4FPwQHFV5iMTISQlB9vVvwfev2RKHthvChd0EqGV7/9r/ivuzVN7l2MrPZjPr6ekilUuTl5bnFya/JZMITTzyB2tpa/OY3v8F73/teer0jux4FFtvozrZqZGfiUoIeeOABPPDAAwAcNRS1tbU4c+YMXnjhBQBAVFQU+vv78cILLyA/Px8HDx6ESqXyiDcekUgEqVQKqVTKF0xaLBb+RKO/vx8tLS2QSCROgYZCoXCLtAVyu5OOWq1Gfn7+rjltkvv7omC/FgX7b6ewzs1bUN/ezwcb11r70GQcWDJrIyctGq03hjE5LWzBH6yWQaOU4VqHsNQnALgvS4vq612Ch95lJoXjrbJHEBOuFvxv7CQsy+LGjRvo7OxEQkICYmNj3eI19NKlS3j44YexZ88eXL161eOCckLuFgUWG7DeEwg6sfBcNpsNv/rVr/B//+//hV6vx/Hjx9HV1cXXaRw/fhxGoxHp6el896mCggK3GOC0Wby9vREcHMynfNntdqc2t93d3bDZbFAoFE7Bxk5Mu9nJLBYLWltbMTIygtTUVISFhXnM7+Dd8vP1Rm5GLHIzYvmPOWZtDPIdqSZn5vDff67HzJxF0GM60qvm0HpDWPcqPx8JUuOCcf6q8BqPf3rfXpR/9Sj8/TwzKJyfn0djYyNmZmaQk5OzabN+NsJms+HFF1/Es88+i6effhpf/OIXqdaMkEUosNgAoScQXBoMnVh4pqqqKpSUlCAsLAxXrlxBWloaACAtLQ1paWkoLS3lCw65Oo2XX34ZJSUliIyMdAo09uzZ4zFvUmKxmA8egNtTwrlAo62tDTMzM5DL5Uva3O72he5WGRsbQ2NjI+RyOfLz86ml8Cp8vL2QlRqFrNQo/mNWqw3NXUN8kfjV1l7Utw9gZs45jSp/nxaGll7MC2wNGx4UAG+JGNfaBgVdLxKJ8HTJ3+H4w4eEf0E7zOjoKBobG6HRaHDw4EG32IAYGRlBSUkJWltb8cc//hH33HOPq2+JELdD7WZXIKTdbFFREaqqqlBeXo6SkpIVrzMYDNDpdFCpVDCZhPU5JzvHyy+/DJFIhMcff1xwmg9Xp3Hx4kX+VOPdd9+Ft7e30zyNnJwc+Pr6euxCe35+fkmbWx8fnyVtbil9amOsViva29sxMDCA5ORkQR3NiDA2mx2tNxyD/a629GJyeh6/+lM9pgTWR+xNisDNIRNME7OCrpdLfVD+lWJ8+H37N3DX7stut6OjowO9vb1ISUlxi9bcLMvi/PnzeOyxx5Cbm4sf/ehHfO0kIcQZBRYrEBJYcIPvhAYWQgbukd1rfn4eV69e5edpVFdXY2JiAtnZ2fw8jby8PKjVape/0W4Vm83Gt7llGAZmsxksyy5pc0tdV4QzmUxobGyEr68v0tPT3aLfv6ez2+1o7xnFtdY+XOVnbfRhYtp5ivg9++Nxqf4GrDZhg/iiQxT42sMHECgXO82ZUSqVHhGAz8zMoL6+Hna7HXv37oVM5vo5HFarFc899xyef/55nDx5Ek8++aRbfp8NBgNOnjwJg8HAnxIfPXoUx48fd+2NkV2H3p0JcRO+vr7Iy8tDXl4evvjFLzoWJ+3tOH/+PC5cuIAvf/nL6OjowJ49e5zSp9ylmHEzSCQSaDQafjeQZVmnNrf9/f2Yn5/n06fUajWUSiWl9CzDZrOhs7MTN2/eRGJiImJiYjzm98TdicVipMSFICUuBEf/LguA43e5s/dWsNHSC/PUHH71/+oEBxWHDibjp9/4F6gV/k5zZkZGRtDR0cEH4FwQrlQq3SJ9SKiBgQG0tLQgPDwcSUlJbpESOjg4iEcffRR9fX34y1/+gpycHFff0rL0ej2/yVlYWMh//NSpUygtLUV5ebkL747sNhRYbAC3+FmrdoIr2t7pLUfJ9hKLxUhJSUFKSgo+8YlP8PMGuDqN8vJyPPHEEwgLC3MKNNLS0jxmR18kEiEgIAABAQGIjo4GAL7NLcMw6OrqwuTkJKRSqVP6lEwm29WL6ImJCTQ0NEAikeDgwYOQy+WuvqVdTyQSITE6GInRwThcuB8A8NKXDqOrbwxXW3px9VbAcb21D+MTM06f+6mPvgff/uTfQyJx7JTfOWeGC8C5YKOlpQWzs7OQyWROpxru2P7ZarXyzQQyMjLcYt4Py7J4++238YlPfAKHDh3Cr3/9a7coHF9OaWkprly5gtra2iVrjMLCQpSXl4NhGFp/kG3jGasPF9HpdACwZnoTN0jPXXc7yM4gEokQHh6O4uJiFBcX84sJrk7jt7/9LZ555hlIJBIcOHDAqU5DKpW63YLibvn5+SEsLAxhYWEAbk8JN5lMGBwcRGtrq1PhONfm1h12QLea3W5HV1cXuru7ER8fj7i4OLdM2yC3xUcGIj4yEP90aB//se7+8Vs1G33Yow3FR/4ue9XHWByAR0U5is0XFhb4dMK+vj40NzdDIpE4pRW6+nkxMTGB+vp6/rTWHU4eLRYLvvnNb+LVV1/FCy+8gMcee8xtn0MVFRWoqKhAZ2fnsoEDt0a5cuWK00kGIVuJAosN4AKFtdrIcicaa03oJmQ9uMVEUVERioqKADgWE9euXePrNMrLy2EymZCVleVUpxEYGOgxgcZyU8InJyf5U42enh5YLJYlbW49bW7D1NQUGhoawLIscnNzoVAoXH1L5C7FRWgQF6HBh/9m710/ho+PD0JCQvj5Clz7Z+5Ug3teBAQEOJ1qbMfinmVZ3Lx5E+3t7YiPj0d8fLxbvB719PTgkUcegdlsxjvvvIPMzExX39KKGIaBXq9HSUkJtFrtstcUFhbCaDTSpibZVlS8vQIhxdvcddnZ2aitrV3xmtLSUn5XYaUXAEK2gt1uR2dnJ/7617/yBeHt7e1ISUlxSp/y5J1tlmUxOzvLBxoMw2B6etopTUSlUu3YU53FA8RiYmKQkJDgsT9LsnlYluXTCrlgY3JyEn5+fk6nGptdFL6wsIDGxkZMTU0hIyMDarXrB/uxLIvf/va3ePzxx/HhD38YL774otunD546dQp6vR61tbXIzl79RIuQ7USBxQqEBhZc0GAymVbMYVSr1dBqtasGH4RsB5ZlMTQ0hOrqaly4cAE1NTUwGAwICQlxCjQyMjI8pk5jOQsLC/xiymQyYWJiAt7e3k6BRkBAgNsv0GdmZtDY2Ij5+XlkZGRQHjXZEKvV6jTU0mw2w263OxWEb2So5fj4OBoaGqBUKpGWluYWxeXz8/P46le/ip/97Gd4+eWX8fGPf3xHbDCo1WowDANawhF3Q4HFCoQGFgzDQK1Wr9hylms1e+7cOcpxJG6HZVlMT0/j3Xff5btPXbp0CQD4Oo2CggLk5OS4ZeHnZrHZbE4LKoZhnBZU7tZlh2VZ9Pb2or29HREREW7TRYd4Fu71YfGpxszMDGQymdNzY63XBrvdDqPRiBs3biA5ORlRUVFu8VrS2dmJhx56CHa7HWfOnEFqaqqrb0kQo9GIhISENbMlCHEFCiyWUVVVxeesC0lfqqiogF6vR1dX15IdQ51Oh5ycHGr3RnYMq9XqVKdRXV2N0dFR7N+/n6/TyM/PR1BQkFssDrbC4gUV92d2dnbJlHCpVLrt9zY3N4empiZMT08jLS2Nry0hZDssPu1jGAYTExNOReFcy1su0J2dnUV9fT2sViv27t3rFilGLMviF7/4BT796U/jYx/7GJ5//nm3KBwXqqKiAqWlpTh8+DDOnj0Lo9HIrzEYhsH4+DhKS0tpM5O4BAUWt+h0Ov4JeWf7WJVKBY1Gg+zsbJw9e3bZz6+oqEBZWRnKysr4gim9Xo/s7GyUlZVtw1dAyNbgOg0trtNobW1FUlKSU/qUVqt1+9ShjZifn3cKNCYnJ+Hr67tkSvhWBVssy2JgYACtra0ICQlBcnKy25ygkN2La5awONhYWFiAXC6Hj48PTCYTQkJCkJaW5hanajMzM9Dr9fjlL3+JiooKHD58eMdtkHAp2CUlJdDr9SgvL3daZzAMA51Oh8OHD9P6g2w7Ciw2WWVlJYxGI1QqFY4cOUI5z8TjsCyLkZERpzqN2tpaBAYGOgUamZmZHr3wXTykjEsVEYlES9KnNmMxtbCwgObmZjAMgz179vCdfghxN9xpX2trK0wmE3x9fTE/Pw8fHx+n54Urapiam5vx8MMPw9/fHz//+c93bDOV4uJiVFZW4vjx42AYZtmMCC4N++zZszh8+LAL7pLsVhRYEEI2hGVZzMzM4PLly7hw4QLOnz+PS5cuwWazITc3lw80cnNzPXpwnd1ud5oSzu3cLm7nqVKp4Ovru67HHRoaQnNzM9RqNfbs2eNxbXKJZ5mamkJdXR28vLyQmZkJqVQKm80Gs9nsFIjb7XanFtBKpXLLfrdZlsUbb7yBL3zhCygpKcHJkyd39POoqKgIVVVV0Gq1S6ZtL8ZlYqxVK0rIZqLAghCy6axWK+rq6pzqNIaGhrBv3z5+cF9+fj5CQkI8NtBY3M6T+zM1NQWpVAq1Wg2lUgm1Wr1i4avFYuEnEqempiIsLMxjv1dk52NZFn19fWhtbUVsbOyqqZHcZsTi077p6Wn4+/s7dZ/ajI2IyclJfP7zn8f//u//4sc//jE++MEP7vjnERdYqFQqmEymFa/T6/U4derUis1lCNkKnttPkhDiMl5eXsjOzkZ2djY+/elPg2VZdHd3852nvv3tb6O5uRkJCQlOgUZiYqLH1GmIRCJIpVJIpVKEh4cDcAQL3K4tVy8hkUiWTAkfHx9HU1MT5HI58vPzd1RhKdl9LBYLmpqawDAMsrKyoNFoVr1eJBJBJpNBJpMhMjISwO2icLPZjMHBQbS2tkIsFi+ZFL6eNth1dXV46KGHEBoaiqtXryI6OnpDX6e74FKs1xp8xw3lpc5RZDtRYEEI2XIikYifsPvggw+CZVmMj4/jwoULuHDhAl5//XV89rOfhUqlcqrT2Ldvn0fVaXh7eyMoKAhBQUEAbk9D5nZuu7q6YLVaAQCBgYGIiopyi4JXQlbCMAzq6+v5IPhuU4x8fHwQHByM4OBgAEtTC/v6+jA3N8enFnIBh5+f35ITCLvdjh/96Ef48pe/jM9+9rP42te+5lFzebjAba0aTu66K1eubPUtEcLznGcaIWTHEIlECAwMxIc+9CF86EMf4qdjX758GdXV1fjLX/6CsrIyWCwW5Obm8m1uDxw4sKWdl7abWCzmd2NNJhOmpqbg7++PkJAQzMzMoL29nZ8b4AlTwonnYFkWXV1d6OrqQlJSEqKjozf1d1IsFkOhUEChUCAmJgaAo9Uyd+LX09ODxsZG/PnPf8bVq1dx4MAB3HfffdizZw+eeuop1NTU4Fe/+hUKCws97rnCBRRrnQxxjEbjFt4NIc4osCAEjtklm9Hzm2EYGI1GZGdnb8Jd7R4ikQj+/v64//77cf/99wNwDK1raGjA+fPnUV1djdOnT6Ovrw979+51Sp/a6bUHNpsNnZ2duHnz5rILtIWFBX7Xtre3F01NTfD29oZarXZqc+spKWTE/c3NzaGhoQHz8/PIzc2FQqHYln/Xz88Pfn5+CA0NBeB47sjlcrAsiwsXLuCVV17B7OwsZDIZPv7xj2NmZgYjIyMe10UtNzcXgGOSOSHuhoq3ya5XWlqKqqoqQZ0zEhISoNVqUVxcjJycHGi1WoyPj8NgMODcuXOoqKigKetbhGVZ3Lhxg0+fqq6uRmNjI+Lj450CjeTk5B2zyDabzWhsbIREIkFGRgZkMtman7O4w47JZILZbAbLskva3HpS6gdxHyMjI2hsbERQUBBSU1Pd4vfMbrfj5Zdfxte//nU8/vjjSE9Px8WLF1FTU8PXchUUFKCgoACFhYV87cFOJXTyNjdIjyZ0k+1EgQXZlRiGQVVVFfR6PYxGI7RaraDAQq1WLxmgyFGpVHj77bfptGKbsCwLk8nkNE/j8uXLCAgIcJoQvn//frdrLckNHezu7kZ8fDzi4uLuOhhiWXZJm9vFuejcHyoAJxtht9vR1taG/v5+7Nmzh29I4GpjY2N4/PHHUVdXhzfeeAP33Xef04mfyWTig4yamhr83d/9HY4fP+7CO94cCQkJMBqNWG0Jd+rUKej1ehw/fpwG5ZFtQ4EF2VUYhkF8fDy0Wi0KCwtRWlrKn0IICSx0Oh20Wi0MBgM/CFGr1eLo0aMe8Wa1k3HtXa9cucKfarzzzjuYm5tbUqehUChclj41NTWFhoYGsCyLjIwMBAQEbPq/cWeb28nJSfj5+fFBhlqt9uiZImRzTU9Po76+HiKRCJmZmfD393f1LYFlWdTU1ODRRx/Fvn378JOf/IRvirAbcK1ka2trV9zM0ul0MBgM6Ozs3LHDAMnOQ4EF2fVEIpHgwKKoqAjnzp3bhrsim8Fms6GpqYmv06ipqUFPTw8yMjL4E438/HxERERs+SKbS+Xq7OxETEwMEhISti1l684p4QzDOBWOc608qQMVWYxlWQwMDKClpQVRUVFu0w7aZrPh+eefx6lTp/DNb34Tn/3sZ93ivrYTt0l25MiRZSdvMwwDtVqNkpKSZf+ekK1CgQXZ9Siw2D1YlsXNmzf5E42amhrU19cjJibGqU4jNTV1UxcqMzMzaGxsxMLCAtLT09dsE7nV7HY7Jicn+ToNhmFgsVicJiGrVCq3SyEj28dqtaK5uRljY2PIyMhwm9OAwcFBHDt2DF1dXTh9+jTy8vJcfUsuU1lZieLi4mXr+oqKijA+Pr7jaiu4upCtcPjwYZw9e3ZLHpvcRoEF2fUosNi9WJYFwzCoqalxqtOQSqVOgUZWVhZ8fHzWfarBsix6e3vR3t6OiIgIJCUlueWpANfud/GJxuJJyNyflaaEE89iNptRX18PqVSKjIwM+Pr6uvqWwLIs/vznP+Oxxx7Dfffdh4qKCqjValfflstVVlbi2LFjOHLkCIqKimA0GlFeXo7s7Gy89tprLt/EWC+udkSlUqGkpIRPVb4zlau4uBgGgwGAI2A4ceIEAEetI1cHaTQa+aYqAOj0ZptQYEF2PQosCIdlWczPz6O2tpbvPFVTU4Pp6Wnk5OTwdRoHDx6EUqlcdZE9PT2NlpYWzMzMID09XXDPeXdhsVicAg2z2QwvLy+o1WoolUqo1WoEBATsuhQUT7Y4XU+r1SIuLs4tAkmr1Ypnn30WL730Ep577jmUlpbS790dKisr+QV5YWHhjqyp4LpdCTlZ4AIQAGvWkHAnO2VlZVQLuQ0osCC7HgUWZDV2ux3Nzc1OdRrd3d1IT0/nTzQKCgoQGRkJkUgEu92OH/zgB3j55Zfx+uuvY9++fW7RknOjFk8J59rc2my2JW1uPWlS+m4yPz+PxsZGTE9PY+/evVAqla6+JQBAX18fHn30UQwPD+PMmTPIyspy9S2RLaLX61FZWbnmezFXPwKAHy66FpFIRK3gt8nOf7cjxAWMRiOqqqrAMAw6OzuhUqlw4sSJHXfsTNYmFouRnp6O9PR0PP7442BZFn19fXydxosvvojHHnsM0dHR2L9/P3p7e2E0GnHq1CnodDpX3/6mWVzsHRcXB5ZlMT09zZ9otLS0YHZ2FnK5fEmbW3fY9SYrGxsbQ0NDA9RqNfLy8twiOGRZFr///e/x+OOP44EHHsDvfve7LemgRtxHZWWloFSlqqoq/r+FBgoqlQo5OTl3fW9EOAosCFmnxfmanKqqKsTHx+O1117D4cOHXXVrZBuIRCJERUXhIx/5CD7ykY+AZVlMTEzgueeew/PPP4/Q0FBIJBIcP34cv/zlL/lTjezsbPj6+nrMIlskEkEul0MulyMqKgqAY9ebCzR6enrQ2NgIHx8fpza3crncY74HO53dbuenvqekpGxLdzQhFhYW8Mwzz+BHP/oRXnzxRTz88MNucV9k6xgMBj6Nay2LswaKiooEPT7DMLTxt00osCBkHYxGI3Jycpb0DS8sLERZWdmKHTqI52IYBk8++ST+8Ic/4Mc//jGOHj2K+fl5GAwGvk7jxRdfxOTkJHQ6HR9o5OXlQaVSedSCydfXF6GhoQgNDQVwe0o4wzAYHR1FR0cHAPBpU1y9hjsWtHu6mZkZ1NfXw26348CBA5DL5a6+JQBAV1cXHnnkEczOzuLSpUtIS0tz9S2RbfDmm28K7ga13hMLo9FIg2u3EdVYkF1vPTUWa+16qNVqaDQaQY9Fdr6qqio89NBDyMrKwmuvvbbiNGK73Y7W1lanNrednZ1IS0tzqtOIjo72qEDjTounhHNtbhcWFpZMCXeHLkSejJtNER4e7jadyliWxX/913/hySefxJEjR/DCCy+4xSA+sj0SEhJQW1u75qnC3dRXVFVV4ezZs9QRaptQYEF2vfUEFmspLS1FRUUFzp49SylRu8Dvf/979Pf349FHH11XQMANHlscaFy7dg0RERHIy8vjA420tDS3WPRtpTvb3E5NTUEqlToFGjQlfHPYbDa0tLRgZGQEaWlpCAkJcfUtAXD8Dnz5y1/Gm2++iVdffRVHjx6ln/cuU1FR4ZRevBKuwxMgfC4FwzB0arGNKBWKkE2UkJAAwJEDSoGF53vggQfu6vNEIhEiIiJw5MgRHDlyBCzLYnJyEhcvXsT58+fxP//zP/jqV78KLy8vPtDIz8+HTqfzuGJoqVQKqVTKn/ZYLBY+fWpwcBCtra2QSCR89ymuza2nB1ybbXJyEnV1dfDx8UFeXh78/PxcfUsAgLa2Njz00EPw9vbG5cuXkZSU5OpbIi4gJKgA7q6+QqVSUVCxjSiwIGQTcce4XH9tQoQQiURQKBT427/9W/zt3/4tAEcB69WrV/k6jR/84AdgGAbZ2dn8PI28vDxoNBqPCjS8vb0RFBTET3rmpoQvLgq3WCxL2tzSlPDlcdPm29vbERcXB61W6xa/LyzL4syZM/jc5z6HRx55BKdOnaIUOLKmt956i/9vqmV0T5QKRXY9IalQVVVVKC4uxokTJ1YdsMMd025WahUhHLvdjo6ODpw/f54PNjo6OrBnzx6n9KmYmBiPHh7GsixmZmZgNpv5Oo2ZmRnIZDKn9CmpVOoWC2hXWlhYQGNjI6amppCRkeE2k6qnp6fxxS9+Ef/zP/+DH/3oR/jQhz60639WZG3cAD1AeH0F2X50YkGIAGfPngXDMCgvL181sBgfHweAHTn1lLg3sViM5ORkJCcn47HHHgPLshgaGuLrNCoqKvDEE08gNDTUKdBIT0/3iAF9HJFIBJlMBplMhoiICACOBTR3otHb24umpiZ4e3s7BRq7bUr4+Pg4GhoaoFAo3GY2BQA0NjbioYceglqthsFgQFxcnKtviewQdzO/gmw/z3m3IWQLJSQk4PDhwzhx4sSq13GnFJTPSbaaSCRCWFgYDh8+jMOHD/MD67g6jd///vf42te+BrFYjAMHDqCgoAD5+fnIycnxuN18Hx8fhISE8MXINpuNnxI+Pj4Oo9EIu92+pM2tJwVcHLvdDqPRiBs3biA5ORlRUVFu8bO22+342c9+huPHj+PJJ5/EN7/5TbcJdgBHge/JkydhMBicNohOnDhBr+duYnF9xdGjR114J2Q1lApFdj0hqVAGgwFvvvkmysrKVn2shIQEGI1GdHZ20qkFcTmLxYJr167xqVPV1dUYGxtDVlYWX6eRn5+PwMBAt1h8bpU7p4QzDIPZ2dklbW7dpaD5bs3OzqKhoQEWiwWZmZluM6l6YmICn/70p/HnP/8ZP/3pT/H+97/frX7fqqqqUFZWBr1e77QTbjAYcOzYMX5OEXEttVoNhmEAACaTiQbeuSkKLMiuJ7TdbHFxMcrKylYMGKqqqlBUVISSkhLql03cEjdp+fz583yg0dbWhuTkZKd5GnFxcR6fNjQ3N+cUaExOTsLPz88p0NhJU8KHhobQ1NSE0NBQpKSkuE3XrKtXr+Khhx5CdHQ03njjDT59zV0wDMMPNl2JTqdDaWmp4M5FZPMtrq+gGkb3RoEF2dW4YADAmqcMRqMRxcXFOHv27JLrjEYjdDodcnJyVn2DIsSdsCyL4eFhVFdX8/M0DAYDgoKCnOo0MjMzPTJtaDGr1cq3uWUYBmazGSKRaEn3KXdZsHNsNhva2towODiItLQ0fuq5q9ntdpSXl+Ppp5/G8ePH8W//9m9u+TtUWlqKoqKiVduDGwwG6HQ60HLJdSoqKvjJ3LR5594osCC7jk6n43OvuWNVjkqlgkajQXZ29rKDd7jdLZVKhaKiImg0Gpw7dw5vvfUWysrKaEeL7Ghcx6VLly7xReGXLl0Cy7I4cOAAH2jk5OTA399/x+zm3w273c5PCecmhVssFigUCr5OQ6VSubTN7dTUFOrr6yGRSJCZmQmpVOqye1nMZDLhiSeeQG1tLd544w3cf//9bvu7kpCQgHPnzq2ZuioSiVBbW0v1Fi5SXFyMyspKAKABtG6OAgtC7oLBYMCVK1fAMAy0Wi29yBGPZbVacf36dac6jeHhYezfv9+pTiM4ONhtF4+bgWVZPn3KZDLBbDZjamoK/v7+TulT2xFwsSyLvr4+tLW1ISYmBlqt1m1S1y5evIhHHnkEaWlp+OlPf+o2071XIhKJBC1URSIR1c65ENVX7BwUWBBCCBHMbrejq6vLqU6jpaUFiYmJTnUa7rTY3SoWi8WpTmNiYgISicQp0FAoFJv6fbBYLGhqagLDMMjIyEBgYOCmPfZG2Gw2vPjii3j22WfxzDPP4Atf+ILbpY0tR61WQ6PRoLa2dsXFKqVCuRbVV+wsFFgQQgi5ayzLYmxsjE+dqqmpQW1tLdRqtVOdxt69e92qvehWsNvtfJtb7o/NZoNCoXAKNu72+8AwDOrr6yGXy5Genu4208ZHRkZQUlKC1tZWnD59GgUFBa6+JcFKS0tRUVEBlUqFt99+e9lUJ51Oh6NHj646w4hsHaqv2FkosCCEELJpWJbF7Ows3n33XT7YuHjxIqxWK3Jzc1FQUICCggLk5uZCJpN5fPrUzMyMU6AxMzMDuVy+pM3tat8HlmXR1dWFrq4uJCYmIiYmxi2+byzL4vz583j00Udx8OBB/PCHP4RGo3H1ba0LwzCIj4/n02yOHz/u1Fq2uLgYAJatuSPbg+ordhYKLAghhGwpm82Guro6vk6jpqYG/f392LdvH58+lZ+fj9DQULdYMG+l+fn5JW1ufXx8lrS55dKn5ubm0NDQgLm5OezduxcKhcLFX4GD1WrFqVOn8MILL+DkyZN48sknd2zqm8FgwKFDh/jgQqvVoqysDCdPnqQZFm6A6it2FgosCCGEbCuWZdHd3e1Up9HU1AStVssXg+fn5yMxMXHHLlaFstlsS9rcsiwLpVIJb29vjI6OIjg4GHv27HGbdq0DAwN49NFHMTAwgNOnTyMnJ8fVt7RhXMe/qqoq/mPl5eXU6c/FuPoWwNG10WQyufiOyFoosCCEEOJSLMtifHzcaZ7GlStXoFAonOo09u3b5zZ1BVuFZVlMTEygvb0dDMPAy8sLVquVT59Sq9VQKpUumRLOsiyqqqpw7NgxHDp0CK+++iqUSuW238dW0ev1MBgMTsFFWVkZ1VZsI6PRCMAR6BmNRuj1ev5jKpUKr732Gt8WXqvV0umFG6LAghBCiFvhWrtevnzZqU5jYWEBubm5fJvbAwcO7Kjp2EJMT0+jvr4eAJCZmQmZTOY0JdxkMmFqagpSqdQpfWqr61UsFgu+8Y1voLy8HC+88AIee+wxjzlN4oaflpWVobCwEAaDAcXFxfyCtrCwkAafboOioiKnoE4IOlVyPxRYEEJ2JYPBgJMnT8JgMGB8fBxarRY5OTnQ6/WCetWfOnUKly9fhlar5fN/hX4uWT+bzYbGxkY+faqmpga9vb3IzMx0anMbFha2IwMNlmUxMDCAlpYWREZGIikpacWFu8ViWZI+JRaLl7S53ax2rz09PXjkkUcwMTGBM2fOIDMzc1Me1x0YjUYUFRXh7NmzSzpCcR2jAAouCBGKAgtCyK5TWVmJ8vJylJeX84FAVVUVSktLYTQal3SGWYxhGOh0Ouj1eqedMq4AdKWWlWRzsSyLnp4eXLhwAefPn0dNTQ0aGxsRGxvLBxn5+flITk52+511q9WK5uZmjI2NISMjA0FBQev6fLvdjsnJSaeicG5K+OJgY71pZCzL4je/+Q2eeOIJ/OM//iO+//3vQy6Xr+sx3F1CQgLKyspW7DRUWVnJd4ai3XFC1kaBBSFkVzEYDNDr9SvuPup0OhgMhhWDC51Oh5ycnGV7qVdUVECv16Orq4tyf7cZy7JgGMapTuPy5cuQyWROnaf2798PHx8ftznVMJvNqK+vh1QqRUZGBnx9fTf8mFzL38WBxvT0NGQymVOgIZVKV/w+zM/P4ytf+Qr+8z//Ey+//DI+/vGPu833bLOcOnUKb775Jmpra1e9jisgpuFshKyNAgtCyK7C5VKvlLK0uAtJZ2en03Xc7uWdH19MrVbjyJEjNMTJxViWxfz8PK5cueKUPjU3N4ecnBz+VOPAgQNQKBTbvmhmWRY3btzgf5fi4uK29B4WFhb49CmTyYSJiQl4e3tDLBbjT3/6E+6//37k5eXB19cXHR0dePjhh8GyLM6cOYOUlJQtuy9X0ul0gtvJ6vV6nDp1iqZvE7IGCiwIIbsG12VkrWFXK51a6HQ6MAyz6q4lN8yJXlrdj81mQ3Nzs1OgcePGDWRkZDjVaURERGzpIn9+fh6NjY2Ynp5GZmamS063bDYbJiYmUFdXh29961uoq6uDxWJBYmIiuru78Td/8zf44Q9/iJCQkG2/t+2iVqtRVlYmKL2J23CgOQqErM69E08JIWQTVVVV4ejRo2tex/XlX9yhhGEYGAyGNYuzub/nJsUS9yGRSJCRkYEnnngCr7/+Ojo7O9Hd3Y0vfelLkEgkeOGFF5CamoqMjAw89thj+OEPf4impibY7fZNu4exsTFcvHgRXl5eyMvLc9kiVSKRQK1W4/7778e5c+fQ0dGBw4cPQyKRQKfToampCeHh4di/fz+efPJJ/PznP8fNmzddcq9bRaPRrDu1iYIKQlZHgQUhZNfo7OxEcXExX4y5koSEBADguz0Bt4OMtQIL7nMvX768gTsl20EkEiE6Ohof/ehH8fLLL+Pq1asYGxvDD37wA8THx6OyshLvec97EBsbi+LiYjz//PN45513MD8/v+4TKbvdjvb2dly/fh2JiYnIzMyEt7f3Fn1l69Pc3IxDhw6hvb0dv/rVr/CXv/wFnZ2d6O3txVe+8hV4eXnh3//93xEfHw+tVguLxeLqW94UXGtZIa5cubJigTch5Db3GONJCCHbgAsU1jpN4HYxFwcRXE97LnBYCfc5QhcsxH2IRCKoVCo88MADeOCBBwA40pZqa2v5eRrf+973MD09DZ1Ox6dOHTx4EEqlcsX0KaPRiOHhYbAsy8/ecAcsy+I///M/8dRTT6G0tBTPPvusU+eo8PBwHD58mF9QT01NoaGhwW0Coo3S6/VISEhAZWXlqkEDwzAoKytbs8ibEEKBBSFkF9Hr9RgfH0dRUdGq13FBxOK2sVywsVYqhEajAQCMj49v4E6Ju/D19UVBQQEKCgpw/Phx2O12tLS08HUaTz31FLq6upCenu40JTwqKgoikQivvfYavvzlL+PFF1/EkSNHNm22xEZNTk7ic5/7HP74xz/i5z//Of7+7/9+zboSuVyOvLy8bbrDrafVanH27FkcO3YMAJYNLhYPz6M0KELWRsXbhBCyCMMwUKvVAJy7QnHDstbqZU+tKXcXlmXR39/Pn2jU1NTg+vXrCA8PR2BgIDo7O3HixAl86lOfcpugoq6uDg8++CDCw8Px+uuvIzo62tW35FJGoxGlpaUYHx9HYWEhcnNzYTQacfnyZRiNRpw9e5YGXxIiENVYEELIItyk3cOHDzstJtZ7AkEnFruDSCRCZGQkjh49iv/4j//AlStX8Kc//QkAYDKZcPDgQXz7299GTEwM/vmf/xnf/e53UV1djbm5uW3vHGa321FRUYFDhw7h6NGjePvtt3d9UAE4Ti7OnTuHs2fP8kGFVqvl058oqCBEOEqFIoSQWxiGwcmTJ6FSqfDaa68t+TshuHQJodcTz8GyLF566SV86UtfwvHjx/GVr3wFEokE8/PzuHr1Ki5cuIDq6mq89NJLmJiYQHZ2Np86xXWI2qo2twzD4JOf/CQuXryIX//61zh06JDHDbzbKK1WS0EEIRtEgQUhhNxy7NgxMAyD2trau86n5gIKysfeXaampvAv//IvMBgM+MMf/oD77ruP/ztfX1/k5eUhLy8PX/ziF2G329HW1sanT504cQIdHR1IS0tzqtOIiYnZlMX/5cuX8fDDDyMxMRFXr15FWFjYhh+TEEKWQ6lQhBACR6eoyspKnDt3zqlom7PeQIEr4ia7g1QqRXZ2Nq5fv+4UVCxHLBYjNTUVn/jEJ/CTn/wEra2t6OvrwzPPPAOZTIZXXnkFmZmZSE1NxUMPPYRXX30V9fX1sNls67onu92O73//+/jABz6AY8eO4Q9/+AMFFYSQLUUnFoSQXc9gMKC4uBhnz55FYWGhq2+H7EASiQTPPPPMXX2uSCRCeHg4P2OFZVlMTU3h4sWLOH/+PH7729/imWeegUQiwcGDB/kp4Tk5OfDz81v2VGN0dBSPP/44Ghoa8Pvf/x733XcfpT4RQrYcBRaEkF2NYRgcOnQIZ8+eXbWXPXcCsVbtBFe0TalQ5G6JRCIEBASgqKiIb428sLCAa9eu8XUar776KkwmE7KyspCXl4eCggLk5+dDo9GgpqYGjzzyCLKysmAwGBAUFOTir4gQsltQYEEI2dUOHTqEsrKyNafq6nQ6AFizhSw3AyMnJ2dzbpAQAD4+Pjhw4AAOHDiAz3/+87Db7ejo6ODnaXz1q19Fe3s7QkNDMT4+ju985zv4zGc+A7GYMp4JIduHAgtCyK5VXFyMo0ePrjiXgmEY/uSBCxTWaiPLnWisNaGbkI0Qi8VITk5GcnIyHnvsMbAsi6GhIfzoRz9CcHAwP/SNEEK2Ew3II4TsSnq9HgBQVla24jVc3QVHJBIhOzsbtbW1K34ON0hv8XA9QgghZDegM1JCyK5TWVkJhmFWDSoYhlnS2amkpAQGg2HVOou33noL2dnZFFQQQgjZdSiwIITsKgaDAefOnUN5efmK1zAMg4qKiiXpTFwg8tZbb6342GsFLIQQQoinolQoQsiuYTQaodPpBE/FPnfu3JL2sxUVFdDr9ejq6lrS+Umn0yEnJ2fVoIUQQgjxVHRiQQjZNcrKygQHFQCWTWcqKSlBWVkZdDodn1JlMBhQVFSEwsJCCioIIYTsWnRiQcgOUFxcjMrKynV/nkqlQk5ODoqLi1fsfETuXmVlJYxGI1QqFY4cOUKzK8iuUVVVta5hkqdOncLly5eh1Wr54F6v11MtEiEehgILQnYAhmEwPj4Oo9EIvV4Pg8EAAMjOzsZrr7227ILWaDTCYDDg5MmTfNvU1157bc15DYQQsprS0lJUVVWtOdMFcLx26XQ66PV6p80Ng8GAQ4cO4e2330Z2dvZW3i4hZBtRYEHIDrP49GKtadGcoqIiVFVVretzCCGEwzAMqqqqoNfrYTQaodVqBQUWq9UdrVavRAjZmSiwIGSHUavVfCrBep6+IpEIgCM9ymQybcWtEUI8DMMwiI+Ph1arRWFhIUpLS5GQkCAosKisrERxcfGqM13UajWOHDlCtUmEeAgKLAjZQRiGgVqtBoA1B7XdSafT8SlUy3U7IoQQIUQikaDAguvAttp13AksLUUI8QzUFYqQHYRLZwKAnJycdX3u4h3Dc+fObdo9EULInbhuaWsVZ3N/fzfNKQgh7ocCC0J2kMUBQVFR0bo+lzutALCulquEELJe3CbIWoEFN4Ty8uXLW35PhJCtR4EFITvI4hOL9aYyGY1G/r91Ot2m3RMhhNyJe725c3r9nbjAY/HGByFk56LAgpAdgmEY/s1apVKtq4vKnW/aR44c2cxbI2RHMxgMKC4uRkJCAtRqNXQ6HUpLS52C8bvBpQPtRlxdxVqvUxqNBgAwPj6+1bdECNkGFFgQskNs5LRicceVw4cPU2tHQm6prKyEXq9HWVkZOjs7YTKZUFZWhqqqKiQkJECv16/4uQkJCSgqKkJFRQUMBgMf/FdWVqK0tBRqtZoWzAJReiYhnsHL1TdACBHmbusrjEYjKioqAIAfkkcIcZxUlJeXL2lmUFhYiM7OTuh0Opw6dQoAUFZWtuTzuaGVi4N+jkqlQm1t7a4d/rbegIoCMEI8A51YELJD3G1HqOLiYgCOhc7bb79NpxWE3HLy5MlV5ydwQfipU6eWTYvSarU4fPgwXyegUqmQnZ2NsrIymEymXRtUAMJPILjXIzqxIMQz0IkFITvA4voKAIIWLAzDoLi4mG/5eO7cuTU7tBCyW3DPp9WeE9nZ2cjOzuZPNu48tdBoNDh79uyW3qen4wIK2vAgxDPQiQUhO4DQ+gouLYPL775y5QqfO05BBSG3VVVV4ejRo2tex50OLpfuRFa23kCBK+ImhOxsdGJByA6wOAe8qqoKIpFo2etUKhU0Gg2ys7Nx9uxZHD58eLtukZAdpbOzE6WlpTh8+PCqpw5cu1RK1SGEkLVRYEHIDrB4t5QCBkI2jgsU1pr4zLVNpRO/9eFOINYKyLiibUqFIsQzUGBBiJu7s75iva1mCSFL6fV6jI+Pr9lhjXvu7eZC7LvBDeHkArOVcN/f9TSkIIS4LwosCHFzV65c4f87OzubdvYI2QRarXbNwmuGYfjTwtLS0hWv42qbGIZBZ2cnVCoVTpw4saufq1ygsFYbWe5EY60J3YSQnYECC0Lc3OL6CjqtIGT7cPNfFreUXemakpIS/mNVVVWIj4/Ha6+9tmvTFrkTnrWml3MnGrv1+0SIp6GuUIS4ucX1FesZjEcIuXsMw+DkyZOrDpU0Go3IyclxCioAxwZAWVkZiouLd3U3qZKSEn4i+UreeustZGdnUw0LIR5CxLIs6+qbIISsbHEHKHq6ErI9iouLUVlZuer0bIZhVk13UqvV0Gg0a9YZ7DQikQharXbNr4thGKjVapSXly8JvgDH5HOdTodz587RaSwhHoJOLAhxY4t3O6l4lJDtUVlZicrKSpw7d27V591aNRRHjhyB0Whcs/PUTsK9JhmNxjXTnFQqFcrLy6HX65c9tTh27BhKSkooqCDEg1BgQYgbo/oKQraXwWBAcXExzp49u+HnHFeQvPh5vBPpdDokJCRArVY7pWNyH0tISEBxcfGyn1tSUoKysjLodDpUVlaCYRgYDAYUFRWhsLAQ5eXl2/VlEEK2ARVvE+LGqL6CkO3DMAwOHTq0abNiuBONtXb23V1tbe2GPr+kpAQlJSWorKxERUUFVCoVzp49u6u7ZhHiqajGghA3xeUnc+ipSsjW0ul0KC0tXbYeYLGqqioUFxfjxIkTOH78+IrXVVZWori4WFA9AiGEeAJKhSLEjXDD8AwGA44dO+b0d1VVVWt2WCGE3J3i4mIcPXp0xaBi8fPu7NmzYBhmzTQeboYDdTwihOwWlApFiJu484TiTotToUwmE6URELJJ9Ho9tFrtqqcPx44d4wfqJSQk4PDhwzhx4sSqj8udUlDjBULIbkGBBSFuQqVSUboTIduMKyhe7fSBYRhoNBr+/wsLCzE2NrZmwMB1g1ptajchhHgSSoUihBCyKxkMBpw7d27NoKKiooLv8AQ4TiDWardaVVUFo9GIkpISSoUihOwaVLxNCCFk1zEajdDpdIJrlu4c4mY0Gvm2tHcGDtxj5+Tk7PhWs4QQsh6UCkUIIWTXKSsrW1cjhDuDB61Wi7fffhvFxcVQqVQoKiqCRqPBuXPn8NZbb6GsrGzN7lKEEOJp6MSCEEII2QCDwYArV66AYRhotdpNmYFBCCE7EQUWhBBCCCGEkA2j4m1CCCGEEELIhlFgQQghhBBCCNkwCiwIIYQQQgghG0aBBSGEEEIIIWTDKLAghBBCCCGEbBgFFoQQQgghhJANo8CCEEIIIYQQsmEUWBBCCCGEEEI2jAILQgghhBBCyIZRYEEIIYQQQgjZMAosCCGEEEIIIRtGgQUhhBBCCCFkwyiwIIQQQgghhGwYBRaEEEIIIYSQDaPAghBCCCGEELJhFFgQQgghhBBCNowCC0IIIYQQQsiGUWBBCCGEEEII2TAKLAghhBBCCCEbRoEFIYQQQgghZMMosCCEEEIIIYRsGAUWhBBCCCGEkA2jwIIQQgghhBCyYRRYEEIIIYQQQjaMAgtCCCGEEELIhlFgQQghhBBCCNkwCiwIIYQQQgghG0aBBSGEEEIIIWTDKLAghBBCCCGEbBgFFoQQQgghhJANo8CCEEIIIYQQsmEUWBBCCCGEEEI2jAILQgghhBBCyIZRYEEIIYQQQgjZMAosCCGEEEIIIRtGgQUhhBBCCCFkwyiwIIQQQgghhGwYBRaEEEIIIYSQDaPAghBCCCGEELJhFFgQQgghhBBCNowCC0IIIYQQQsiGUWBBCCGEEEII2TAKLAghhBBCCCEbRoEFIYQQQgghZMMosCCEEEIIIYRsGAUWhBBCCCGEkA2jwIIQQgghhBCyYRRYEEIIIYQQQjaMAgtCCCGEEELIhlFgQQghhBBCCNkwCiwIIYQQQgghG0aBBSGEEEIIIWTDKLAghBBCCCGEbBgFFoQQQgghhJANo8CCEEIIIYQQsmEUWBBCCCGEEEI2jAILQgghhBBCyIb9/3ZYw+MqA/r7AAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 1200x1000 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure(figsize = (12,10))\n",
    "ax = plt.axes(projection='3d')\n",
    "\n",
    "surf = ax.plot_surface(maturity, facevalue, tclist.T, cmap = plt.cm.cividis)\n",
    "\n",
    "# Set axes label\n",
    "ax.set_xlabel('$T$', labelpad=20, fontsize=fontsize)\n",
    "ax.set_ylabel('$P$', labelpad=20, fontsize=fontsize)\n",
    "ax.zaxis.set_rotate_label(False)\n",
    "ax.set_zlabel('TC', labelpad=15, fontsize=fontsize)\n",
    "\n",
    "ax.tick_params(axis='both', labelsize=fontsizeticks)\n",
    "ax.set_yticks([10,15,20,25])\n",
    "ax.set_zticks([0,2,4,6,8,10], minor=False)\n",
    "ax.view_init(elev=20., azim=30)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "###### Coupon 3D Plot"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x1000 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure(figsize = (12,10))\n",
    "ax = plt.axes(projection='3d')\n",
    "\n",
    "surf = ax.plot_surface(maturity, facevalue, couponlist.T, cmap = plt.cm.cividis)\n",
    "\n",
    "# Set axes label\n",
    "ax.set_xlabel('$T$', labelpad=20, fontsize=fontsize)\n",
    "ax.set_ylabel('$P$', labelpad=20, fontsize=fontsize)\n",
    "ax.zaxis.set_rotate_label(False)\n",
    "ax.set_zlabel('c', labelpad=15, fontsize=fontsize)\n",
    "\n",
    "ax.tick_params(axis='both', labelsize=fontsizeticks)\n",
    "ax.set_yticks([10,15,20,25])\n",
    "\n",
    "ax.view_init(elev=20., azim=220)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "###### Derivatives"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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eOkNZGWk6GrqobQeazY4DAACihCI6AADjLHThsn5/w2tqOnVes62Zerbs/Vo2O9vsWDGl/IGblTdtsk6ebVfVi3vMjgMAQJ8y01P10dtnSZKe38EGowAAJCqK6AAAjKOOrm79+X8Htf/0ed1kmyjfZ9+v/OlTzI4VczLTU/W1h3o2Gv3v1w7R3QcAiFmfvjLS5advHFN7Z5fJaQAAQDRQRAcAYBz93Y936bdNZzRpQqqe/l8rNTdnktmRYtb786dq7cq5kqSKjW9SmAAAxKT35U3VrOxMtV3q1NY9p8yOAwAAooAiOgAA4+T7rx7Qf/3ukCwW6f8+UsAIlyH48oPLNG3KBDWePKf1vzDMjgMAwA1SUiz61Io5kqQXdhw1OQ0AAIgGiugAAIyDX79zWl/98duSpPL7l6rolpkmJ4oPtkkT9DefuFWS9J2tjWo8ec7kRAAA3Cgy0mXL7pNsiA0AQAKiiA4AQJTtP31ef/7fDerqDuvhgpv02XvsZkeKK5+4Y7Y+cvN0Xe7q1pc3vqnu7rDZkQAAuMay2dm6eWaWLnd16+dvHjc7DgAAGGMU0QEAiKLWix36zH9sU9ulThXMt+lrD98ui8Vidqy4YrFY9A+fuk0T01P1+oFm1dYfNjsSAAA3iHSjP89IFwAAEg5FdAAAoqSzq1uf+0FQxqnzmmPNVM0frVRmeqrZseLSvNxJ+v/uWyJJ+trPduvk2UsmJwIA4FqfvDIX/XdGs46GLpqcBgAAjCWK6AAARMk//nS3fvXOaU1MT9WG/7VS07MyzI4U1/7kAwt1+01WtV3q1N9fmS8PAECsuMk2UXfl5UqSfrTjmMlpAADAWKKIDgBAFPzgtUP63m8PSJK+tW65bp1jNTdQAkhLTVHlw7crNcWin7xxXC/vedfsSAAAXOOhKyNdXmCkCwAACYUiOgAAY+zVpjP6mxfekiR96b4leuC22SYnShy33WTVZz6UJ0n6601v6Xx7p8mJAAB4z0dvn60JqSnac+Ksdh9vMzsOAAAYIxTRAQAYQwfPnNdj/92gzu6wPrl8jv7i3kVmR0o4X3At1tyciTrWeklPbd5ndhwAAHpZJ6Zr9dIZkqTnt9ONDgBAoqCIDgDAGDl7qUOf+Y96hS50aPlcq6qK75DFYjE7VsKZNCFN//jp2yRJ3/vtfu08HDI3EAAAV/l070iXY+ruDpucBgAAjAWK6AAAjIGu7rA+/z/b1XjynGZlZ2rDH69UZnqq2bES1kdunqFPrZij7rD0xMY31dHVbXYkAAAkSfcuna7szDSdaLuk3+0/Y3YcAAAwBiiiAwAwBrwv7tHWvaeUmZ6iDX+8UjOyM82OlPD+z8dvkW1SunYfb9O//3q/2XEAAJAkZaSl6mN39OyH8sL2YyanAQAAY4EiOgAAo7R1z0nVvGJIkp5yr9Dtc60mJ0oO06Zk6CsPLpMkfSuwT4fOXDA5EQAAPT69omeky8/ePK5LHV0mpwEAAKNFER0AgFE4fa5dj/vfkCT92QfzejvPMD6KnXP1fvtUXero1leef1PhMLNnAQDmW7UwV3OsmTrb3qmX95w0Ow4AABgliugAAIxQOBzWE8+9odPn2nXzzCyVP3Cz2ZGSjsVi0dcevl0T0lL0q3dO6+dvnTA7EgAASkmx6FNXNhh9fvtRk9MAAIDRoogOAMAI/c/rhxXYfVITUlP07UdWsJGoSfKmTdZnP2yXJH1nayPd6ACAmPDQlSL61r0nFbpw2eQ0AABgNCiiAwAwAsapc/qHn7wtSSp/4GYtm51tcqLk9qcfzNPE9FTtOtamXzeeNjsOAABaMjNLy2Znq6MrrJ++edzsOAAAYBQoogMAMEwdXd36wrM7dLGjSx9aNE1/9sE8syMlvZzJE7Ru1TxJ0vpfNpmcBgCAHg8VzJEkvbD9mMlJAADAaFBEBwBgmL4d2Kc3jrTKNild33AvV0qKxexIkPTo3XlKTbHoN41n9OaRVrPjAACgTy6/SRaL9PqBZh1uvmB2HAAAMEIU0QEAGIbX9zfr337R0+n8tYdu1yxrpsmJEDE3Z5I+ubyn449udABALJhlzdT77VMlST/aSTc6AADxiiI6AABD1HapQ198dofCYanYOVcP3j7b7Ei4Ttk9PRuM/vyt4zpw+rzJaQAAkD59ZYPRTduPsvk1AABxiiI6AABD9Lcv7NLR0EXNz52kr37yVrPjoA9LZ2Xr3punqzss1fzKMDsOAAB64LZZykhLUePJc9p1rM3sOAAAYATSzA6QCKqqqrRt2zbZ7XaFQiFJksfjkd1uH/W5Q6GQPB6PDMNQc3OzJMlut6uiokIOh2PQ91ZWVioYDA77vYOd1zCMUZ0DAOLNj3Ye06btR5WaYtG31q3QlAx+hcaqz96Tr617T8nfcERfcC3WjCxG7gAAzJOdmS7Xspn66ZvH9fz2o7rtJqvZkQAAwDDRiT4KoVBI+fn5stls8vl88nq9qq6uVllZmZxOp4LB4KjO7/f7VVhYKLfbrbq6OjU0NKihoUF2u11Op1Mej6ff9wYCAbndbhUVFV3z3oqKCpWUlAz43vz8fBUVFammpkbBYLC3aO73+1VWVqacnJzeojwAJINjoYv6601vSpI+d+8iORfkmJwIA7kzL1cF82263Nmt7/3mgNlxAADoHenyo53H1NXNSBcAAOINbXSjUFhYKJfLpdLS0muedzgc8nq9Kiws1P79+2Wz2YZ97mAwqOrqajU0NNzwmtfrlWEYqqqqUn5+/g3XD4VC8nq9qquru+G9DodDDQ0NcjqdqqmpueG9ktTc3CzDMBQIBG54zWazqaGhgS50AEmjqzusv6rdobZLnVoxz6a/XL3I7EgYhMVi0WfvyVfZ9xv0/d8d1GMfyVdWZrrZsQAASeyeJdNlm5Suk2fb9WrTGX1o8TSzIwEAgGGgE32E/H6/gsFgvx3dkeL0QB3fA6msrFR1dXW/r69bt67f83s8HpWVlQ14/g0bNvR7jN1uV3Fxce84GpvN1vuHgZaWFgroAJLK078y9DujWZMmpOrb61YoLZVfnfGgaNlM2adP1tlLnfqf1w+ZHQcAkOQmpKXoY1c2JH9+x1GT0wAAgOGiEjBClZWVstvtA849d7lcqqmpGdH5A4HAgCNhIoXsyKiV6987WKE78npf58/NzZXP51NTU5PC4bBaWlrU0NCg8vLykXwUAIhbbx1t1Tc275UkffUTt2rhtMkmJ8JQpaRYVPbhnt/Rz/x6v9o7u0xOBABIdg9dGeny4lsndPEyv5cAAIgnFNFHIBQKKRgMDrpxaOR1v98/omuEQqE+R6oMxjCMIc9jH8moGQBIBhcvd+kLz+5QR1dY9986U+6Vc82OhGH6dMFNmpmdoXfb2vXC9mNmxwEAJDnnghzNzZmoc+2dCux+1+w4AABgGCiij0CksD1YET0/P1+StG3btmFfw+fzqby8vM+Z5VJPkT3i+hw2m00ej+eaY64XKbIP9hkAIFk9+fPdajx5TjOyMvTkw3fIYrGYHQnDlJGWqj/7YJ4kqfqVJnWzkRsAwEQWi0WfXtHTjf4CI10AAIgrFNFHIDI+JVIk70+kQD3UrvCrFRcXy+v19tspXl9fL6lnZMz11q5dK8MwlJeX1++1S0pK5PV6h50LAJLB6/ub9R+vHpQkfcO9XDmTJ5icCCP1+3fNV1ZmmppOnafrDwBguk8XzJEk/WLvKTWfv2xyGgAAMFQU0UegqalJ0uCjUHJzcyVJzc3NY57B5/NJUp+F8EjxPRQKyel03rD5qNvtlt1uZ8Y5APShvbNLFRvfkCT93p3z9OEl001OhNHIykzXH75vgSRp/S979voAAMAsi2Zk6babstXZHdZP32DUGAAA8YIi+jgYaKzKSAQCAQUCAXm93j43ELXZbNqyZUtvkb+qqkr5+fny+/1yOp2y2+29RfiBGIahmpoaVVVVqaysbNARMQCQCNb/wlDTqfOaNiVDTzywzOw4GAN/+sGFmpCWouChkLYdaDE7DgAgyUVGujy/gyI6AADxgiL6CAy3s3wsO9EDgYDcbreqq6sH7CR3OBzav39/77gXwzDkdrtVVlY2pDEuNTU1CgQCKi0tVXl5uaqrq1VUVKS8vLwRbZQKAPGg6dQ5fWdroyTpbz9xi6yT0k1OhLEwIytTaxw9G8Ou/2WTyWkAAMnuk8vnKMUiNRxs0aEzF8yOAwAAhoAi+ggMtRs70gk+2u5tj8cjt9utnJwclZWVacuWLf1uOHr99R0OxzVz08vKylRVVTXg+wzD0MqVK2+4hsvlktfrldvt7t1cdSDt7e1qa2u75gEAsSocDuvLG9/U5a5ufeTm6fr4HbPNjoQxVPphuywW6eU9J7X3xFmz4wAAktiM7Ex9cNE0SdLzbDAKAEBcoIgeRZHi+WCz0wfj9Xrl8/nU0tKiuro6VVdXKz8/f8ANSw3DkNPpVFFRkerq6tTQ0NC70anH41FRUVG/721oaOhzTIwklZaWymazqaysbNDclZWVslqtvY958+YN+h4AMIuv/ohe29+siemp+odP3SaLxWJ2JIyhvGmT9dHbZkmSqulGBwCY7L2RLkfZrwMAgDhAEX0EhlsUj2wwOhbsdruqq6tVXFwsp9PZZ1e5YRgqKirShg0bervQHQ6HmpqaervLA4FAv4X0wT7f2rVrZRjGoGNdKioq1Nra2vs4fPjwED4hAIy/0+fa9U8/2y1J+quiJZqXO8nkRIiGz96TL0n60c5jOhq6aHIaAEAyu/+2WcpMT5Fx6rzePNpqdhwAADAIiuhxKjLX3OPx3NCRXlRU1O+mo9XV1b2bigYCAdXU1Az72vn5PUWIurq6AY/LyMhQdnb2NQ8AiEX/8JO31XqxQ7fOydaffnCh2XEQJXfMtekD+VPV2R3W078yzI4DAEhiUzLSVHRLzzekNm1npAsAALGOIvoIRDrLB5t1HtlQdLTjXPpTXFwsqaeQHlFVVSWbzdb7Wn/va2hokKQhbTJ6vcjnMQwKEADi3y/2ntQLO44pxSI9+fAdSkvlV2Mii3Sj//D1w2o5f9nkNACAZPZQwRxJ0o93HldnV7fJaQAAwECoFIyA0+mUJDU1DTxTNVJkXrly5bDO7/f75XQ6Bx2XEplxfvUmn88+++w1G4n2x+FwqLy8/JpCeCAQUE5OzqAbj0b+iEARHUC8u3i5S//nhbckSX/ygTzdPtdqciJE292Lp+nWOdm62NGl/3z1oNlxAABJ7O7F05U7eYJOn2vXb5rOmB0HAAAMgCL6CESK4pFO8/5EOtUj40+GKjKi5eoO875MnTr1hmsZhjHk661bt+6a9/p8PoVCIVVXVw/4vsjnjhTxASBefXvLPh1uvqibbBP1/923xOw4GAcWi0VlV7rR/+PVA7p4ucvkRACAZJWemqKP3zFbkvQCI10AAIhpFNFHIDJrfLBO7Ein+kCjVQZSVlY2pPNL741Yyc3NHbRD/nqR9+bn56u4uLh3Zvpg1+1r5joAxItdx1r19K/2S5L+/lO3anJGmsmJMF4evG2W5uVOVPP5y9q4/YjZcQAASezTBTdJkl7cdUIXLneanAYAAPSHIvoIlZaWKhgMDjgXvba2Vg6Ho9+O7es3BI1wuVzy+XwqLy8fMEOkiH91kd7lcvV73uvV19ff8F673T5ocTwyZmawIj8AxKqu7rC+vPFNdXWH9eDts1S4bKbZkTCO0lJT9MfvWyhJeq6BIjoAwDwF82xaMHWSLlzuUt3b75odBwAA9IMi+ghFNuSsra3t8/VIgb2/jTudTmfvo69zV1ZWDligDwaDvbPQN2zY0Pu8x+NRIBAYdJ56JNvV73U4HDIMY8AO+0AgIMMwVFpayjgXAHHrP189oJ1HWpWVmaavfuJWs+PABJ9aMUcpFil4KKSDZ86bHQcAkKQsFos+taKnG/15RroAABCzKKKPkM1mU3V1tTweT5/F7pKSEpWWlva7yWekW7yvrnGbzaYNGzbI6XT2WdAOhUIqKSmR1DPHPDKOReqZU+7z+VRSUtJvId0wDBUWFsrr9V7zXqmngO92u/u8rmEYcrvdcrlcg85NB4BYdSx0Ud94aa8kyfPAUs3IzjQ5EcwwIztTH1w0TZK0iaIFAMBEn14xR5L0yjundfpcu8lpAABAXxgAOwqlpaWSerrKvV6vXC6XDMOQx+ORy+XqtwtdksrLy1VTU9N7jus5HA7V1dX1jkwpKiqS3W7Xtm3bVFNTI7vdrqampj67wYuLi+VwOFRWVqbKykq5XC6tWrVKhmFo27ZtMgxDPp+vz/fa7XZt2bJFbrdbNptNRUVFys3NVV1dnWpra+X1evvNDACxLhwO629e2KXzl7vkXJCj379zvtmRYKKHHTfpV++c1qbtR/W/CxfLYrGYHQkAkITs06do+Tybdh4O6Sc7j+lPPphndiQAAHAdSzgcDpsdIhH4/X4ZhiGbzaa1a9fe0OE9GpERK8FgUDabTStXrhzypp6R9xmG0TvvfKhjWILBoOrr6xUKhWS320e8QWpEW1ubrFarWltblZ2dPapzAcBIvPjWcX32v4JKT7Xop5+/W0tmZpkdCSY6396plf8Y0MWOLj332AfkXJBjdiQMgHUEgP4kws+H//eb/fq7H7+tFfNsev4vPmh2HAAAksZQ1xF0oo+R0RaYB2K322W32/sdDTOU946Ew+EYcrEeAGJd26UO/e2PdkmSyj6cTwEdmpyRpgdum6VN24/q+e1HKaIDAEzzsdtn6+9+/LZ2Hgmp7VKHsjPTzY4EAACuwkx0AEBS+PqLe/VuW7sWTp2kz61eZHYcxIiHCno2c/vxG8d0ubPb5DQAgGQ1IztT83InKhyWdhwKmR0HAABchyI6ACDhvXmkVf/12kFJ0tceul2Z6akmJ0Ks+ED+VE3PylDoQod+sfek2XEAAEnMMb/nG1HBQy0mJwEAANejiA4ASGjhcFh/9+NdCoelTy6fow8smmZ2JMSQtNQUfWr5HEnS8zuOmpwGAJDM3iuih8wNAgAAbkARHQCQ0H6085jqD7ZoYnqqKh5canYcxKCHHD0jXQK7T6r1YofJaQAAySpSRN9+qEXd3WGT0wAAgKtRRAcAJKzz7Z362s92S5L+4t58zbZONDkRYtEts7O1ZOYUXe7s1s/ePG52HABAklo6O0uZ6Sk6e6lTTafOmR0HAABchSI6ACBh/dsvGvVuW7vm5U7Uo3fbzY6DGGWxWPRQwVxJ0qYgI10AAOZIT03RHXNtkpiLDgBArKGIDgBISAfPnNeGV/ZLkv76Y7ewmSgG9KkVc2SxSK8faNbh5gtmxwEAJCnngitz0Q+GzA0CAACuQREdAJCQ/vGnu3W5q1sfWjRN990y0+w4iHFzbBP1vrypkqQX2GAUAGCS9zYXpRMdAIBYQhEdAJBwXtl3SnVvv6vUFIv+9hO3yGKxmB0JcSCywejG7UcVDrOhGwBg/BXMt0mS3jl5js2uAQCIIRTRAQAJpaOrW3//k7clSX/8/gVaPDPL5ESIFx+9bZYy0lJknDqvN460mh0HAJCEpk3J0IKpkyRJOw6HzA0DAAB6UUQHACSU/3z1oBpPnlPu5An6gmuJ2XEQR7Iy03XfrbMkSZu2M9IFAGCO3pEuBxnpAgBArKCIDgBIGKfPtevbgX2SpMfvv1nWiekmJ0K8eahgjiTpxzuPqaOr2+Q0AIBk5Lgy0oW56AAAxA6K6ACAhPGNl/bq7KVO3TonW2tXzjM7DuLQ3Yuna+rkCTpz/rJ+9c4ps+MAAJJQwZVO9B2HQuruZo8OAABiAUV0AEBCePNIq56tPyxJ+rtP3qrUFDYTxfClp6boE8t7utE3bT9mchoAQDJaOitLkyak6mx7p945ec7sOAAAQBTRAQAJIBwO66s/3qVwWPrUijlauTDX7EiIYw8V3CRJ2rzrhM5e6jA5DQAg2aSlpuiOuVZJjHQBACBWUEQHAMS9F3YcU8PBFk1MT9UTH11qdhzEuTvmWmWfPlntnd36+VsnzI4DAEhCbC4KAEBsoYgOAIhr59s7Vfnz3ZKkz61epNnWiSYnQryzWCx6+Eo3+qbgUZPTAACSkXPBlSI6negAAMQEiugAgLj2na2NeretXfNzJ+kzH8ozOw4SxKdW9BTRf7f/jI6FLpqcBgCQbCKbizadOq/QhcsmpwEAABTRAQBx6+CZ83r6V/slSV/52DJlpqeanAiJYl7uJN25MFfhcM+4IAAAxlPu5AnKmzZZkrT9cMjcMAAAgCI6ACB+/eNPd+tyV7fuXjxN990y0+w4SDAPOa6MdNl+ROFw2OQ0AIBkUzDfJknazlx0AABMRxEdABCXXtl3SnVvv6vUFIv+5uO3yGKxmB0JCebB22ZrQmqK9r17Tm8fbzM7DgAgyfRuLnooZG4QAACgNLMDAAAwXB1d3fr7n7wtSfrj9y/Q4plZJidCIrJOSlfhshn6+VsntCl4VLfOsZodCQDGRVVVlbZt2ya73a5QKCRJ8ng8stvtY3aNYDCoyspKBYNB2Ww2SdK6detUXl4+ZteId5Ei+o7DIXV1h5WaQsMAAABmoRMdABB3fvj6ITWePKfcyRP0BdcSs+MggT1U0DPS5YWdx9TZ1W1yGgCIrlAopPz8fNlsNvl8Pnm9XlVXV6usrExOp1PBYHBMruPxeOR2u1VWVqampiY1NDSooaFBklRWVjYm10gEN8/K0uQJqTrX3ql97541Ow4AAEmNIjoAIK60XerQtwLvSJK+4Fos68R0kxMhkX3k5hmyTUrXqbPt+k3TGbPjAEBUFRYWyuVyqbS09JrnHQ6HvF6vCgsLezvTR6qsrEyBQEANDQ1yuVzXvOZyuRQIBEZ9jUSRmmLR8nk2SVLwEHPRAQAwE0V0AEBcWf+LJjWfvyz7tMn6vTvnmx0HCW5CWoo+fsdsSdLz24+anAYAosfv9ysYDMrj8fT5eqSw3t/rQ1FTU6Oamhr5fL7eES5XczqdMgxD9fX1I75Goumdi34wZG4QAACSHEV0AEDcOBq6qGd+vV+S9MRHlyo9lV9jiL6HCuZKkl5864TOt3eanAYAoqOyslJ2u33Auecul0s1NTUjOn8oFJLH41FpaWm/13C5XLLb7Vq5cuWIrpGIHAtskqTtdKIDAGAqqg8AgLjx1Et71d7ZrTvzclV0y0yz4yBJOObbtGDqJF3s6NLmt0+YHQcAxlwoFFIwGBx049DI636/f9jXqKmpUSgUGnDmeV1dnZqamvrsUk9WBfN6OtGN0+fVcv6yyWkAAEheFNEBAHHhraOt2nhlnMZXHlwmi8ViciIkC4vFok8unyNJqnv7XZPTAMDYCwQCkjRoET0/P1+StG3btmFfo7KyUlLPfHUMXc7kCbJPnyxJ2n6YbnQAAMxCER0AEPPC4bD+8advS5I+tWJO7yZbwHhZvXSGJOmVfad1ubPb5DQAMLYMw5D0XpG8P5EiezAYHPb5Q6EQBfQRYi46AADmSzM7AAAAg3l5z0n9zmjWhLQUfem+m82OgyS0fK5NUydP0Jnzl1V/oFkfWDTN7EgAMGaampokadAxKrm5uZKk5ubmYZ3/+k53wzBUXV0tqWeUTHNzs8rKyuRyuYZ13mThmJ8jf8MRBZmLDgCAaSiiAwBiWmdXt772s92SpD/94ELNy51kciIko5QUi+65ebo2Bo/q5T0nKaIDSGqhUGhYxzc0NEjqKcJHCuher/ea8zmdThUXF1/zPHpENhfdeTikru6wUlMYaQcAwHhjnAsAIKb9cNthNZ06r5xJ6frzjywyOw6SWGSky8t7T5qcBADG1nA7y0d6vM1mk9frvaFQbrPZ5PP5VFVVNaJNSxPd4hlZmpKRpvOXu7T3xFmz4wAAkJQoogMAYtbZSx36dmCfJOl/Fy6WdWK6yYmQzO5ePF1pKRYZp87rwOnzZscBgDEz1M7yyLiX4XaiR473+/1yu919HuNwOORwOOTxeAY9X3t7u9ra2q55JLLUFItWXNkPpoGRLgAAmIIiOgAgZlX/0tDpc5eVN22yfv+uBWbHQZKzTkzXyoU9m7u9vIdudADJJ1IMH2x2en+am5sHnHvucrlkGIZqamoGPE9lZaWsVmvvY968eSPKE08c822SpO0HKaIDAGAGiugAgJh0vPWiNvzKkCR5HliqCWn8yoL5IiNdtjLSBUACGW5RPLLB6HDPv3LlygGPy8/Pl/TeDPX+VFRUqLW1tfdx+PDhYeWJRwULev6Iy+aiAACYg4oEACAmfeOlfWrv7NaqhTm6/9aZZscBJL1XRH/NaNb59k6T0wBAfIgU3Qcr1keOq6+vH/C4jIwMZWdnX/NIdI55PUX0A2cu6My5dpPTAACQfCiiAwBizltHW7Vx+xFJ0pcfXCaLxWJyIqBH/vQpmp87SZe7uvXrxtNmxwGAMREpXg826/zqDUKHI3L8UDvYDcMY1vmTgXVSuvKnT5YkbT8UMjcMAABJiCI6ACCmhMNhfe1nuxUOS59YPkcF83PMjgT0slgs7410YS46gAThdDolSU1NTQMeFyluDzaW5XqrVq2S9F4RHiPjZKQLAACmoYgOAIgpv9h7Sr9tOqMJqSkqv/9ms+MAN7j3ShH95T0nFQ6HTU4DAKMXKYoPVuSOdKpHZpcPlcPhkDR4h3nk+na7fVjnTxaO+RTRAQAwC0V0AEDM6Ozq1td+tluS9CcfXKh5uZNMTgTc6K68XE1MT9XJs+3adazN7DgAMGpDLXJHOtWLi4uHdX673S673a5gMDjgcZEivcvlGtb5k4XjSif6zsOt6uzqNjkNAADJhSI6ACBm1NYf0Tsnz8k2KV1/8ZFFZscB+pSZnqoPLpomqacbHQASQWlpqYLB4IBz0Wtra+VwOPrtFB+oSB4pvA90zLPPPitJKisrG0Li5LNo+hRlZabpYkeX9pw4a3YcAACSCkV0AEBMONfeqW/W7ZMkfX71YlknpZucCOhf4bL3RroAQCLwer2SegrlfYkU2CPHXc/pdPY++lJRUSGbzabq6uo+Xw+FQgoGgyotLWWcSz9SUixaMc8mSdrOSBcAAMYVRXQAQEyo+WWTTp9r18Kpk/SH71tgdhxgQPfe3FNE33kkpDPn2k1OAwCjFylwezyePrvRS0pKVFpa2u+olUiHeX+d5jabTRs2bFBNTY0CgcANr7vdbjkcjn6L7Ojx3lz0kLlBAABIMhTRAQCme7ftkmp+1TOH9YmPLtWENH49IbbNsmbqltnZCod7NsMFgERQWloqr9crp9Mpv9/f2x1eVFQkl8s1YIG7vLxcNptN5eXl/R5TXFwsn88nt9utsrIy+f1+VVVVKT8/XzabTVu2bInGx0ookbnoDQfpRAcAYDxZwuFw2OwQSA5tbW2yWq1qbW1Vdna22XEAxJCKjW/qf14/JMd8m5577AOyWCxmRwIG9Y2X9upftzbqY7fP1nf+wGF2nITHOgIYX36/X4ZhyGazae3atbLZbFE7v8vlGtUIl2T6+dB6sUPL/26zJKn+r12aNiXD5EQAAMS3oa4j0sYxEwAAN2g8eU619YclSRUPLqOAjrixetkM/evWRr2y75Q6urqVnso3KAAkjshGoPF6/kRlnZiuxTOm6J2T5xQ82KL7bp1ldiQAAJICd3sAAFN946W96uoOy7VsplYtzDU7DjBky+falDt5gs62d6r+AF+rBwCMD+aiAwAw/iiiAwBMEzzUohd3nVCKRSp/4Gaz4wDDkppi0UeWTJckbd170uQ0AIBk4VwQKaLzB1wAAMYLRXQAgCnC4bCe/NkeSVKxc66WzMwyOREwfPcunSFJenkPRXQAwPhwLLBJkt44ElJHV7e5YQAASBIU0QEApti696ReP9CsjLQUfcG1xOw4wIh8eMl0paZY1HjynA6duWB2HABAErBPm6LszDRd6ujWnuNnzY4DAEBSoIgOABh3Xd1heX++V5L0Jx9cqDm2iSYnAkbGOjFdK698rf7lPe+anAYAkAxSUiwqmM9IFwAAxhNFdADAuNu0/aj2vntW2Zlp+vN7FpkdBxiV1ZGRLntPmZwEAJAsHBTRAQAYVxTRAQDj6lJHl765uacL/S/uXSTrpHSTEwGjEymi/844owuXO01OAwBIBpG56BTRAQAYHxTRAQDj6vuvHtSx1kuabc3U//rAQrPjAKO2aMYUzc2ZqMud3fpN4xmz4wAAksCKeTZZLNLh5os6efaS2XEAAEh4FNEBAOOm9WKH/nVroyTpi0VLlJmeanIiYPQsFosKIyNdmIsOABgHWZnpWjIjS5IUPBgyNwwAAEmAIjoAYNys/2WTWi92aMnMKVrjmGt2HGDM3HuliL51zymFw2GT0wAAkkFkpMt2RroAABB1FNEBAOPiROsl/fuv90uSyu9fqtQUi8mJgLHzPvtUTUxP1Ym2S3r7eJvZcQAASaCAzUUBABg3FNEBAOPi24F9au/s1qqFOSpcNsPsOMCYykxP1QcXTZUkbd1z0uQ0AIBk4FzQU0R/40irLnd2m5wGAIDERhEdABB1jSfPqrb+sCTpiY8ulcVCFzoSz729c9EpogMAos8+bbJsk9LV3tmt3XwLCgCAqKKIDgCIuqoX96o7LN13y0w5F+SaHQeIitVXiujbD4d05ly7yWkAAInOYrGoYJ5NEiNdAACINoroAICoajjYrM1vv6sUi1T+wM1mxwGiZrZ1opbNzlY4LP1y3ymz4wAAkoCjdy56yNwgAAAkOIroAICoCYfDevLneyRJa1fO06IZWSYnAqJr9dLpkhjpAgAYH44rc9GDB+lEBwAgmiiiAwCiZsvuk9p2oEUZaSn6gmuJ2XGAqIuMdHll3yl1drHJGwAgupbPsynFIh0NXdTJtktmxwEAIGFRRAcAREVXd1jeF3u60P/sQ3maZc00OREQfSvm5ShnUrraLnWqga5AAECUTclI05KZPd/0Yy46AADRk2Z2gERQVVWlbdu2yW63KxQKSZI8Ho/sdvuozx0KheTxeGQYhpqbmyVJdrtdFRUVcjgcg763srJSwWBw2O+Vovu5ACS+54JH9M7Jc7JOTNdn78k3Ow4wLlJTLPrIzTO0aftRvbz3pO6yTzU7EgAgwTkW5GjPibMKHgrpgdtmmx0HAICENOpO9JdfflkVFRV67LHH9PTTT6utrW0scsWFUCik/Px82Ww2+Xw+eb1eVVdXq6ysTE6nU8FgcFTn9/v9KiwslNvtVl1dnRoaGtTQ0CC73S6n0ymPx9PvewOBgNxut4qKiq55b0VFhUpKSgZ8b7Q/F4DEd6mjS9+u2ydJ+ty9i2SdmG5yImD83HtlpMvLu5mLDgCIvsjmonwDCgCA6BlxJ/rGjRtVUlLS26EcUVZWJrfbrZqaGmVnZ482X0wrLCyUy+VSaWnpNc87HA55vV4VFhZq//79stlswz53MBhUdXW1GhoabnjN6/XKMAxVVVUpPz//huuHQiF5vV7V1dXd8F6Hw6GGhgY5nU7V1NTc8N5ofy4AyeH7rx7UsdZLmmPN1B+9f4HZcYBxdc/i6UpNseidk+d0uPmC5uVOMjsSgEGsW7dOubm5ys/Pl8Ph0MqVKxP+XgaJwzHfJkl682irLnd2a0IaU1sBABhrI/rt+txzz8ntdisUCikcDvc+JCkcDsvn88lut2vnzp1jGjaW+P1+BYPBfju6IwXogTq+B1JZWanq6up+X1+3bl2/5/d4PCorKxvw/Bs2bOjzmGh/LgCJr+1Sh77zi0ZJ0heKligzPdXkRMD4sk5Kl/NKV+DWvXSjA/HA5/OppqZG5eXlcrlcWrhwoVJTU7Vq1So99thj2rFjh9kRgX7lTZusnEnputzZrV3HWs2OAwBAQhpREb2kpKS3cO5wOFRcXCy73X5NIb25uVmFhYU6ePDgmAaOFZWVlbLb7QPOB3e5XKqpqRnR+QOBwICjUyIzzUOhkAzDuOG9g808j7x+/fmj/bkAJL6aXxoKXejQ4hlTtMYx1+w4gCnuuXm6JOm3jWdMTgJgOHw+n7q7u9Xc3Kyuri7V1tb23usAscpisfSOdAkeCpkbBgCABDXsIvqGDRsUCoVUVFSk7u5u1dfXq7a2Vo2Njeru7lZDQ4NKSkokSc3NzSoqKhrz0GYLhUIKBoODLqYjr/v9/hFdIxQKKRAIDPu9hmEMeW751SNZxuNzAUhsJ9su6Zlf75ckfen+m5WaYjE5EWCOu/JyJUmvH2jubTIAENtKS0u1Zs2aa57Ly8tTYWEho10Q8xwLIkV05qIDABANwy6i+3w+5eTk6KWXXurz9YKCAlVXV6uxsVEFBQVqamrSU089NeqgsSRS2B6s2Jyfny9J2rZt27Cv4fP5VF5e3ufMcknXzKK/PofNZpPH47lhXv3VIkX2q987Hp8LQGL7l5cbdbGjSwXzbbrvlplmxwFMc8dcmzLTU9R8/rIaT54zOw6AIUjE5h8kj4Irc9G3s7koAABRMewien19vSoqKgY9zm63q6GhQatXr9bXvva1EYWLVZHxKZFicn8ixeihdoVfrbi4WF6vt9/NO+vr6yX1jFa53tq1a2UYhvLy8vq9dklJibxe7zXPjcfnApC4Dpw+r/95/ZAkyfPAUlksdKEjeU1IS+n9av3v9jebnAbAUDCyBfFs+VybUizSsdZLOtF6yew4AAAknGEX0UOh0KDztq/m8/nU0tKiTZs2DfdSMaupqUmS+i1wR+Tm9nyVu7l57G+efT6fJN1QCI88Z7PZFAqF5HQ6b9gE1O12y263q7y8/JrnY+FzAYhfT9XtU2d3WPcsma732aeaHQcw3V15Pf87eM1gLjoAILomZ6Rp6ayesUOMdAEAYOyNaGPR4XRp2Gw2lZaW6oc//OFILpUQBhqrMhKBQECBQEBer7fPP2jYbDZt2bKltxheVVWl/Px8+f1+OZ1O2e323iL8aIz15wIQv9462qof7zwmSSp/4GaT0wCx4S57zx+dX9vPXHQgHgzWSALEOscCmyQpyEgXAADG3IiK6MPldrsTavTHcDuwx7JjOxAIyO12q7q6+oZO8qs5HA7t37+/d9yLYRhyu90qKyvrs3t9JDnpRAcQUfXSXknSJ5fP0a1zrCanAWLDink2TUhL0amz7dp/+rzZcQAMggYRxLvIGDE60QEAGHtp43ERu92eUAXXoS6wI90so12QezweGYahQCCg3NxcbdmyZUgjdWw2W+9xkU1Dy8rKFAqF+izAj/Xnam9vV3t7e+8/t7W1Den8AOLLb5tO65V9p5SWYtH/d98Ss+MAMSMzPVUr5tn0+v5mvb6/WfbpU8yOBABIYJEi+ltH29Te2aWMtFSTEwEAkDjGpRM9Ly8vKTs7Ip95tF8N9Xq9vbPl6+rqVF1drfz8/AG7+w3DkNPpVFFRkerq6tTQ0NA7hsfj8aioqGjEeYb6uSorK2W1Wnsf8+bNG/E1AcSmcDgs74s9Xei/d+d8LZg62eREQGy5K++9kS4AYtuTTz6pAwcOmB0DGLEFUycpd/IEXe7q1ltHaWACAGAsjUsRPdEMtyge2YhzLNjtdlVXV6u4uFhOp1NVVVU3HGMYhoqKirRhw4becS4Oh0NNTU0qLS2V1NOZfn0hfaw/V0VFhVpbW3sfhw8fHtb5AcS+l3a9q52HQ5qYnqq/LFxkdhwg5ly9uShz0YHY5vP5lJ+fr6lTp2rdunV6+umnx7So/vTTT4/ZuYC+WCyW3m707Yx0AQBgTI2oiN7a2jrWOTBMkbnmHo/nho70oqKifjcdra6u7t1UNBAIqKamJmoZMzIylJ2dfc0DQOLo7OrW11/aI0n6zIfyNCMr0+REQOxxLLApLcWiY62XdKTlotlxAAwiHA6rpaVFfr9fZWVlY1ZUb21tVVlZ2diGBfrQu7koRXQAAMbUiIrojz76qDZt2jTWWeJGpAN7sBE1kTnwox3n0p/i4mJJPYX0iKqqKtlstt7X+ntfQ0ODJF2zyWisfC4A8WFj8KiaTp2XbVK6Su+xmx0HiEmTJqTpjrk9m+3+zjhjchoAAykoKOgdfxgOh3sf/RXVN27cOOQ9fwzDiGZ0oFfv5qIHQ+YGAQAgwYyoiB4MBlVcXKzU1FStWrVKjz322LAWkfHO6XRKkpqamgY8LrJYXrly5bDO7/f75XQ65ff7BzwussiPbBoqSc8++2zvCJeBOBwOlZeXX7Ogj/bnApA4LnV06VuBfZKkv/jIImVnppucCIhdd9mvjHRhLjoQ0/x+vxobG9XS0iKfz6fS0tIBi+put1s5OTlavHjxoPdDkSYUINrumGtVaopFJ9ou6ViIb0ABADBWRjwTPbKIDAaDqqmp6V1EXv11xx07dow4WCwX5CPF48EWw5GO7vz8/GGdPzKi5eoO875MnTr1hmsZhjHk661bt+6a90b7cwFIHN9/9aCOt17SbGum/uj9C8yOA8S09zYXpRMdiAdWq1Vr1qzR+vXrbyiqR76JeXVR3TCMa+6H+iqqD/ZNT2CsTJqQpmWzsyQx0gUAgLE0oiJ6QUGBiouLZbPZrllAXv91R6fTqdTUVN1///2SpE2bNg2pON7a2qqcnJyRRBsXkVnjg30tM9LRPdBolYEMNjfx6o7xyII+Nzd30E7y60XeO16fC0B8a7vUoe/8olGS9EXXEmWmp5qcCIhtKxfmKsUiHW6+SFcgEIeuLqo3NzerqalJ1dXV/d4PXV9Unzp1qkpLS83+GEgijHQBAGDsjaiIXlVVpdraWjU3Nw/6dcdwONw7bqS4uFg5OTlatWqVKioq9PLLL/d5/niYGVhaWqpgMDhgV0ltba0cDkfvv5frXb8haITL5ZLP51N5efmAGSL/nq4uZrtcrn7Pe736+vobCuFj8bkAJLaaXxoKXehQ/vTJethxk9lxgJg3JSNNt93UMxf9dUa6AHEvLy9PJSUlvfdDgxXVQ6GQWlroCMb46S2i04kOAMCYGVER/eri6UBfd+yvqB4MBlVVVaWioqLeuepXF9XjYWZgZEPO2traPl+PFKKv3rjzak6ns/fR17krKysHLGQHg8HeP05s2LCh93mPx6NAIDDoPPVItqvfOxafC0BiO9l2Sc/8er8k6fH7lyotdcRTwYCkwkgXIPaNtJFnKEV1YDxFiui7jrXqUkeXyWkAAEgMw65+FBcXKzc3t9/Xx6Koft999438E40Tm82m6upqeTyePovdJSUlKi0t7XeTz0i3eF9d4zabTRs2bJDT6exzMR8KhVRSUiJJ8vl8veNYpJ4/cPh8PpWUlPRbSDcMQ4WFhfJ6vde8dyw+F4DE9i8vN+piR5dWzLPp/ltnmh0HiBt35V3ZXNSI/UYBIFmN1bdhry+q19fXKy8vb0zODQzFvNyJmjZlgjq6wtp1rNXsOAAAJIS04b6hvw7l/kSK6mvWrJHUM++8vr5edXV1CgQCCgaDfXZnWCyW4UYbd5HZhk6nU16vVy6XS4ZhyOPxyOVyDditXV5erpqamn7nIzocDtXV1fXORS8qKpLdbte2bdtUU1Mju92upqamPkeqFBcXy+FwqKysTJWVlXK5XFq1apUMw9C2bdtkGIZ8Pl+/41hG87kAJK4Dp8/rf14/JEnyPLA0Ln5OA7FiVV6uLBbJOH1eJ9suaUZ2ptmRAFwnWiMlHQ6HvF6v1q1bF5XzA9ezWCwqmJ+jurffVcPBFjkX9N8EBwAAhsYSjoHvF27ZsuWaorrU84u/qyt+vnrm9/tlGIZsNpvWrl17Q4f3aBiGIcMwFAwGZbPZtHLlyt5NQIfy3mAwKMMwZLfbhz3LfCw/V1tbm6xWq1pbW5WdnT3i8wAwx+f/Z7t+tPOYPrxkuv7zz+40Ow4Qdx78v7/S28fb9C+/V6BPLJ9jdpy4wzoC0ZSSkqLc3FydPn06Kuffvn27Vq5cGVf3N/GEnw83Wv/LJj358z164NZZWv9HN44QBQAAPYa6jhh2J3o0FBYWqrCwUFJPp/qjjz6qjRs3mpxqeK7foHMs2e122e32EY1Qibx3pKL5uQDEj7eOtupHO49Jksrvv9nkNEB8usueq7ePt+m1/WcoogMxqKWlRY888oh++MMfjvm5x7LBBhiKqzcXDYfDfIMQAIBRirkd4axWqyoqKsyOAQC4StVLeyVJn1g+R7fdZDU5DRCfInPRX9/PXHQg1qxfv155eXmqra3V4sWLtXXrVrMjAaNyx1yr0lIsOnm2XUdDF82OAwBA3Iu5Irok5eTkmB0BAHDFb5tO65V9p5SWYtGX7ltidhwgbt2Z1zOTdt+759R8/rLJaQBcrbS0VI2NjWpqatLDDz+skpISrVq1Sk8//bTa2tpGff68vLzeb94C4yEzPVW3zOn5SnrwUMjcMAAAJICYLKLn5ub2udkoAGB8hcNheX++R5L0+3fN14Kpk01OBMSv3MkTtGTmFEnS6/vPmJwGQF/y8vLk9XrV2NiompoaNTY2yuFw6Omnnx71uTdv3jwGCYGh6x3pcrDF5CQAAMS/mCyiW61WtbTwix4AzPbzt05o55FWTZqQqr9cvdjsOEDci4x0+Z3BSBcg1hUUFOjJJ59UY2OjHn30UbPjAMNWMN8mSdp+iHtrAABGKyY2Fu2L1crMXQAwU2dXt75xZRb6ox/K0/SsDJMTAfHvLnuuvv+7g3qNuehAzDtw4ICCwaCam3v+95qbmyu73a4VK1aYGwwYokgn+q5jbbrU0aXM9FSTEwEAEL/GrIjOIhMAEktt/REZp88rd/IElXzYbnYcICFE5qLvOdGm1gsdsk5KNzkRgKsdOHBAXq9XtbW1CoVC/R5nt9vlcrnkdru1evXq8QsIDMPcnImanpWhU2fb9ebRVq1amGt2JAAA4taoiugsMgEgMV283KVvB/ZJkj537yJlZVLoA8bCjKxM2adPlnHqvF4/0KyiW2aaHQnAFRUVFaqqqpKkQfdnampqkmEYqqmpkSS53W498cQTNBAhplgsFjnm2/TSrncVPNhCER0AgFEYcRGdRSYAJK7/99v9Onm2XXNzJuoP3jff7DhAQrkrb2pPEX3/GYroQIxYt26dfD6fJKm0tFT5+fmy2+2y2WwyDEOhUEhNTU2qr69XMBjsfV/kPsjn88nn88npdMrr9eree+815XMA13PMz+kpojMXHQCAURlREZ1FJgAkrtCFy/ruL5okSX9VtEQZaczPBMbSXXm5+p/XDzEXHYgRX//61+Xz+VReXq6Kioob9mYqLCy85p+3b98uj8ejQCDQ+1zkPqehoUEul0tFRUXy+XzKysqK/gcABuBY0DMXveFgSOFwWBaLxeREAADEp2EX0VlkAkBi+7dfNOnspU4tnZWlT624yew4QMK5y97zdfq3jrbq7KUOxiUBJmptbZXH45Hf79fDDz884LFtbW169NFHNXXqVHm9XtntPfuFGIah+vp61dXVye/3S5I2b96snJwc+Xw+PfTQQ1H/HEB/br/JqvRUi06fa9eRloualzvJ7EgAAMSllOEcfPUi88knn7yhgH61trY2rV27VjU1NfJ6vWppaVFLS4saGhpUXV2t4uJihcNhhcPh3kXmpk2bRv2BAAAjdyx0Ud/77QFJUvkDNys1hW4lYKzNtk7U/NxJ6g5L9Qf5ej1gppqaGhUXFw9aQJd6RlJ6vV5997vfVUFBgaxWq6xWqwoKClRSUqLa2lp1d3dr/fr1cjgc6u7uVnFxsZ555plx+CRA3zLTU3XLnJ77dka6AAAwcsMqorPIBIDE9u3APl3u7Nadebm69+YZZscBEtZdeT3d6K8ZjHQBzLRt2zY98sgjgx63ceNGFRcXKy8vb9BjS0tLVV9fr82bNys7O1ulpaV66qmnxiIuMCKO+TZJUpA/3AIAMGLDKqKzyASAxPXOu2flbzgiSXrio0uZmQlE0V32qZKk1/afMTkJkNwMw5DD4Rj0uLq6Oq1bt25Y53a5XGppadHq1atVXl6ugwcPjjQmMCqO+T1z0YOHQuYGAQAgjg2riM4iEwAS19df2qvusHTfLTN7b7YAREekE/3NI626cLnT5DRA8srNzVUoFBr0OMMwlJ2dPaJr1NXVacWKFSorKxvR+4HRimwuuvt4my5e7jI5DQAA8WlYRXQWmQCQmBoONmvz2+8qxdIzCx1AdM3LnaSbbBPV2R1W8GDI7DhA0rLb7aqvrx/0OKvVqgMHDoz4Oj6fT5s3b9bWrVtHfA5gpOZYMzUzO0Od3WG9cSRkdhwAAOLSsIroLDIBIPGEw2F5f75XkuR2ztOiGVkmJwKSw52RueiMdAFM43a75fP5Bj3ObrfL7/eP+Dp2u12lpaWqra0d8TmAkbJYLIx0AQBglIZVRGeRCQCJZ+vek3r9QLMy0lL0haLFZscBkgabiwLmKyws1JkzZ7Rz587e53bs2HHDcaWlpaqsrNTZs2dHfK2ioqIhNSQB0fBeEZ3NRQEAGIlhFdFZZAJAYunqDqvqxZ4u9D/5wELNtk40ORGQPCKbi+44HNKlDmbUAmapra1VcXGxduzYoXXr1snpdOrOO++85hi73a6FCxfK7XaP+Dp2u31IozGBaHAssEmSth9qUTgcNjcMAABxaFhFdIlFJgAkkhd2HNWeE2eVnZmmxz6Sb3YcIKksnDpJM7IydLmrW9v5ej1gGrvdrmeffVaPPvqo6urqFA6H1dDQcEOz0IYNG7R582Y98sgjI7pOc3OzbDbb6AMDI3DrHKvSUy06fe6yDjVfMDsOAABxZ9hFdBaZAJAY2ju79NTmfZKkz34kX7ZJE0xOBCQXi8XS243OXHTAXA6HQ/X19XriiSdkt9uVl5cnu91+wzGPP/64amtrtWTJkmu+nTsUPp/vhnMC4yUzPVW33WSVxEgXAABGYthFdIlFJgAkgv/63SEdDV3UzOwM/ekH8syOAyQl5qIDsaW8vFyNjY1qbGxUdnb2Da97vV4VFhaqsbFRDodDq1at0je+8Q0dOHBgwPNu2bJFGzZsUFlZWZSSA4PrnYt+MGRuEAAA4pAlHOWBaEVFRdqyZUvPjuAOh9atW6fi4mItXLiw3/ds2bJF9913n+rq6rR69epoxsM4amtrk9VqVWtra583JQDGz9lLHbrn679Q8/nLqnz4dv3enfPNjgQkpcaTZ+X65ivKSEvRm1+9XxPSRtTfkBRYRyCWuN1uPffcc7JYLL3P2e12ORwO2e12rVq1SjabTaFQSNXV1QoEAnK5XHrppZdMTJ24+PkwND9947j+4gdB3TonWz/9/N1mxwEAICYMdR2RFu0gdXV1vYvMYDCoYDAoj8czpEUmBXQAiI7qXxpqPn9Z9umT5XbONTsOkLTyp0/R1MkTdOb8Zb1xJKSVC3PNjgRgCHw+n2pqavTEE0/07uNkGIYMw7jh2HA4LLvdLp/PN84pgWtFNhfdc+KsLlzu1KQJUS8HAACQMMal3cnn82n9+vWyWq0Kh8MKh8MyDEN+v19VVVVyu90qKiqS2+1WXV2d8vLyWGQCQJScaL2kp3/dc5PveWCp0lLpfAXMYrFYdGdkpMt+RroA8aS0tFT79+/X448/LpvN1nufc/XDarXK6/X2Ox4GGE+zrRM125qpru4wv3MAABimcaucsMgEgNjw7cA+Xero1soFObrvlplmxwGSXmQu+u8MNhcF4k3k/qW5uVkNDQ3y+Xzyer3yer2qq6tTc3OzHn/8cbNjAr2Krqz9NgaPmpwEAID4Mq7f34osMr1er7Zv337NVx4dDocKCwvHMw4AJJ19755Vbf1hSVLFg0uvmeUKwBx32adKkhoOtqijq1vpfDsEiEsFBQUqKCgwOwYwILdznv7z1YN6adcJtV7okHVSutmRAACIC6YNQWORCQDjz/vzPeoOSw/cOkvOBcxeBmLBzTOzZJuUrtCFDr11tFUF83PMjgQASFC33ZStpbOytOfEWf1o51H90fsXmh0JAIC4QKsTACSJV5vOaMuek0pNsaj8gZvNjgPgipQUi1YtZC46ACD6LBaL3CvnSZJ8DUdMTgMAQPygiA4ASaC7O6zKn++WJP3+nfNlnz7F5EQArrZqYU/3+Y5DIXODAElky5Ytuv/++/XMM8+ora3N7DjAuPn0ijlKS7HojSOt2nOC//YBABiKIRfRWWQCQPz66ZvH9caRVk2ekKrPFy42Ow6A6yyfa5Mk7TwSMjUHkEzsdrtOnz6tkpIS5eTk6JFHHtGmTZvMjgVE3dQpGXIt69lg1FdPNzoAAEMx5CI6i0wAiE+XO7v19Zf2SpLK7snX9KwMkxMBuN5tN1mVYpGOt17Su22XzI4DJIW8vDw1NDSoqalJlZWVqq+v15o1azR16lT9+Z//uXbu3Gl2RCBq3CvnSpKe335Ulzu7TU4DAEDsG3IRnUUmAMSn/37toA41X9D0rAw9enee2XEA9GFyRpqWzMySJO08HDI3DJBk8vLyVF5ersbGRtXX16u4uFg//OEP5XA4NHXqVH35y1/WgQMHzI4JjKl7lkzX9KwMnTl/WS/vOWl2HAAAYt6wZ6KzyASA+NF2qUP/vOUdSdIXXUs0aUKayYkA9OeOuVZJ0htHWk1OAiQvh8Oh6upqNTc366WXXtLq1av15JNPKj8/X6tWrdJTTz2VFKMtq6qq5Ha75fF4VFZWprKyMhmGEdVrOp1OhUKhqF4D70lLTdHDjpskSf6GwyanAQAg9o1qY1EWmQAQ29b/okktFzqUP32y1l752i6A2LR8nk0Sc9GBWOFyueTz+dTd3a1nn31WOTk5evzxx5WTk9O7V1SiCYVCys/Pl81mk8/nk9frVXV1tcrKyuR0OhUMBqNy3ZqaGgWDQTU3N0fl/Oib2zlPkrR17ymdPMsoMQAABjKqIvrVknGRCQCx7HjrRT3z6/2SpCc+ukxpqWP2Ix9AFPRuLno4pHA4bG4YANcoLi7W5s2b1dLSou9+97s6c+aMSkpKlJqaqkceeURbt241O+KYKCwslMvlUmlp6TXPOxwOeb1eFRYWjnm3eCgUksfjGdNzYmgWzZgix3yburrD2hQ8anYcAABiWlQqKsmyyASAWPbNzfvU3tmtOxfmyrVshtlxAAzi5llZykhLUdulTh04c8HsOAD6YLVaVVpaqvr6ejU2NupLX/qS6uvrVVhYGPd7Rfn9fgWDwX4L2pHC+lgXvCsrK7Vy5coxPSeGzr2ypxvd13CEP+ACADCAqLYlJvIiEwBi2Z4TbXoueESSVPHgUlksFpMTARhMemqKbp2TLYnNRYF4YLfb5fV6E2avqMrKStntdtnt9n6PcblcqqmpGbNrBoPB3vExMMfH75itzPQUNZ48px387gEAoF/j9t3+RFtkAkAs8/58j7rD0sdun62C+TlmxwEwRJG56BQygPgS73tFhUIhBYPBAQvoknpf9/v9Y3Ld6urqG0bHYHxlZabrwdtmS5Jq64+YnAYAgNhlyoDceF9kAkAs+23jaW3de0ppKRY9fv/NZscBMAwr2FwUiHuD7RW1adMmsyPeIBAISNKgRfT8/HxJ0rZt20Z9zaqqKmahx4jiK5vP/2TnMV283GVyGgAAYpPpu8zF4yITAGJVd3dYlT/fI0n6g7vma+G0ySYnAjAcd1zZXHTXsTZ1dHWbGwbAqPW1V9SaNWtibq8owzAkvVck70+kyB4MBkd1vVAopDNnzgxatMf4eF/eVM3Lnaiz7Z16cddxs+MAABCTTC+iXy1eFpkAEKt+/MYxvXm0VVMy0vSXhYvNjgNgmBZOnaTszDRd7uzW3hNnzY4DYIzE+l5RTU1NkjTobPLc3FxJUnNz86iu5/F45PV6R3UOjJ2UFIuKHVc2GGWkCwAAfYqpInpErC8yASAWtXd26esv7ZUkffYeu6ZNyTA5EYDhslgszEUHEtxAe0UtXrxYzzzzjNkRBxUKhUb83kAgoKKiorELgzGxxnmTLBbpt01ndLj5gtlxAACIOTFZRL9aIiwyAWA8/NfvDulIy0XNzM7QZz7E16OBeLX8ykiXN5iLDiS86/eKWrFihWpra8c9x3A7y0fTie7z+VRcXDzi9yM65uZM0gfzp0mS/A10owMAcL2YL6JfLVYWmQAQa1ovduhfXn5HkvRXRUs0cUKqyYkAjFSkE33n4VZzgwAYV5G9ol566aVxv/ZQO8sj415G2onu8XjYTDSGua9sMOpvOKLu7rDJaQAAiC1pZgcYKZfLJZfLZXYMAIgJ//ryOwpd6NDiGVO0xjHX7DgARmH5XKskad/JszrX3qkpGXG7XAOQYCLF88Fmp/fFMAxNnTp1TDYTbW9vV3t7e+8/t7W1jfqckO6/dZayMtN0NHRRrxpn9MFF08yOBABAzIirTnQAwI0Onjmv7/32gCTpKx9bprRUfrQD8WxGdqbmWDMVDktvHaUbHUD0DbcoHtlgdDi8Xq/Ky8uH/b6+VFZWymq19j7mzZs3JudNdpnpqfrk8jmSJF/9YZPTAAAQW6i0AECcq/zZHnV0hfXhJdP1kZtnmB0HwBi4g7noABKI3++X2+0es/NVVFSotbW193H4MAXfseJe2fMHiZ+/dUJtlzpMTgMAQOygiA4Acew144xe3HVCKRbprz+2zOw4AMYIc9EBc7z88suqqKjQ/fffr8cee0wvv/yy2ZHGRaSzfLBZ55ENRYfTuR4KhVRXVzemozgzMjKUnZ19zQNjY/lcq5bMnKL2zm79eOcxs+MAABAzRjVk8+WXX1ZdXZ2CwaDsdrvcbrdWr149VtkAAAPo7g7rH3+6W5L0e3fO15KZWSYnAjBWls/rmYu+43DI3CBAEnnsscdUU1NzzXM1NTVyOp3y+XxasGCBScmiz+l0SpKampoGPM4wDEnSypUrh3zu+vp61dbWqra2tt9jIsX7SA6pp9t8rMa/YOgsFovcznn6p5/tlq/+iP7grsT97x4AgOEYcRE9mReZABALNm0/qjePtiorI01fLFpidhwAY+j2m6yyWKSjoYs6fa5d06ZkmB0JSGiRe5twOHzDa/X19XI6nWpoaOjzHmfHjh169tlnFQqFlJ+fr+LiYi1cuHAcUo+dSFE80mnen0ixOz8/f8jndrlcamlpGfAYp9OpYDCohoaGMdl4FKPz6YKb9OSLe7TjcEjvvHtWi2nUAABgZEX0ZF9kAoDZLlzuVNVLeyRJf7F6EQU2IMFkZaYrf/oUNZ48pzeOhLR66UyzIwEJa//+/aqurpYk2e12uVwu5efn68yZMwoEAgoGg2pubpbb7dbrr79+zXsrKipUVVV1zXMej0dFRUWqrq6Om8Yih8Mh6b1O8/5EOtWLi4ujngnmmZ6VodVLZ6ju7XflaziiLz/IyEAAAIZdRGeRCQDmq3nF0Ltt7ZqbM1F/8oGFZscBEAXL59rUePKcdhxupYgORJHX65UkVVVV6Utf+tINrweDQZWUlKihoUHPPPOMPvOZz0iS1q1bJ7/fL0k3NBdt3rxZdrtdgUBA9957b5Q/wdgoLS1VTU2NQqFQvzPPa2tr5XA4+u0WDwaDvQV5xDe3c67q3n5XG4NH9fj9Nys9le3UAADJbdi/Ca9eZDY2Nmr9+vV6/PHH9eSTT6q+vl719fUqKCjoXWRGrFu3rreAHg6Hr3lEFplbt24do48FAInrROslVf+yp1Os4qPLlJmeanIiANGw4spc9DeOhMwNAiQ4wzBUVFTUZwFd6unSbmho0KOPPqrS0lJJ0vbt2+Xz+XrvZ1wul4qLi68pIEeej5d7nMh9Xn+zy4PBoEKhUO9x13M6nb0PxL97l87QtCkTdPpcu36x95TZcQAAMN2wi+gsMgHAXF9/aa8udnRp5YIcPXj7LLPjAIiSO+baJEk7D4f6HKEHYGzU19errKxs0OOqq6u1Zs0abdy4UZWVlZKksrIytbS0aPPmzaqtrVV9fb1aWlr05JNPSuq5x3G73Wpra4vqZxgLNptN1dXV8ng8vbPPr1ZSUqLS0lK5XK4+3x8MBq/5v0MVCoV6x8gM972InvTUFD1UcJMkyVd/2OQ0AACYb9hFdBaZAGCeN4+06rngEUnSX3/8FlksFpMTAYiWpbOzNCE1RS0XOnS4+aLZcYCEFQqFhryZ5YYNG7R582Zt2bJFbrdb3/3ud2W1Wq85xmq1qry8XI2NjcrLy1NLS4ueeOKJaEQfc6WlpfJ6vXI6nfL7/QqFQgoGgyoqKpLL5eod69mX8vJy2Ww2lZeXD+labrdbOTk5ysnJ6S3aR57Lz88fdD47os+9cp4k6eU9J3X6XLvJaQAAMJclPMzWppSUFAWDQa1YsWLQY1tbW+XxeOTz+eRyufTss8/2e2ykw/3AgQMqKyvTv/3bvw0nFuJAW1ubrFarWltblZ2dbXYcIO6Ew2Gtq/mdXt/frE+vmKNvP1JgdiQAUfap7/xGOw+H9M+/V6BPLp9jdhxTsY5AtKSkpMgwDC1cuHBIx1dVVamiokJNTU2DvicUCikvL09tbW1qaWmJq/92/X6/DMOQzWbT2rVr+52THgv4+RA9kd9Df/2xZXr07qH9sQkAgHgy1HXEiHYHGeoCymq1ym63Dzg7L8Jut6uhoUHZ2dmqrq6mGx0ArvPSrnf1+v5mZaSl6PEHlpodB8A4WD73ylz0wyFzgwDoVVxcLElDKrrbbDZt2LBB4XBYGzZsiHKysVVcXKzy8nKVlpbGdAEd0eV2zpUk1dYfZrQYACCpRX2L7WRZZAJANLV3dqny57slSaUftusm20STEwEYD8sjc9HZXBSIGXa7XXl5eUM+PrIX1ObNm6OYCoiOTyyfo4y0FO1795zeONJqdhwAAEwT9SI6i0wAGL3vv3pQB89c0PSsDH32nnyz4wAYJ8vn2SRJbx5tVWdXt7lhAPTKyckZ1vFr165VfX19lNIA0WOdmK4HbuvZyN7XwAajAIDkFfUiusQiEwBGo/n8Zf3fLe9Ikh6/72ZNzkgzORGA8WKfNllZGWm61NGtd06eMzsOgBFyOp29m2cC8cbt7Nlg9Ec7julSR5fJaQAAMMe4FNGHi0UmALzn/wb26eylTt0yO1trrsylBJAcUlIsuv3KXPSdzEUHoqa1NbpjKux2NmRE/PpA/lTdZJuotkudemnXCbPjAABgihEV0VlkAsD4aDx5Tv/12iFJ0l9/bJlSUywmJwIw3iIjXZiLDkSPx+PRzp07zY4BxKSUFEtvI4e/4YjJaQAAMMeIiugsMgFgfHztZ7vV1R2Wa9lMfWDRNLPjADBBZHPRHYfZ0A2Ilrq6OjkcDqWmpur+++9XRUWFXn75ZbW1tZkdDYgJ7itF9F83ntbR0EWT0wAAMP5GVERnkQkA0ferd07p5T0nlZZi0ZcfXGp2HAAmWT6vZ5zLvnfP6uJlZtEC0RAOh3sfgUBAVVVVKioqUk5OjhYvXqzHHntMGzdu1IEDB8yOCphiXu4kvd8+VeGw9Bzd6ACAJDSi3enC4XDv/x8IBHoXmlLPKBaXy6WioiI5HA4tXLhwTILGsqqqKm3btk12u713lrvH4xmTsTShUEgej0eGYai5uVlSz7/jiooKORyOPt9TVlam/Px8FRcXKzc3VzabbdQ5rs9kGEa/1wcwel3dYf3TT3dLkv7o/Qtknz7F5EQAzDIrO1MzsjJ08my7dh1r1cqFuWZHAhKOy+WS3W5XIBCQYRjXvGYYhmpqalRTUyNJvWvrTZs2qaCgICnudwBJcq+cq1eNM/I3HNHn7l2kFMYMAgCSyIg60V0ul0pLS2W326/p2giHw72LTLfbrfz8fE2dOlWGYWjTpk0J17kRCoWUn58vm80mn88nr9er6upqlZWVyel0KhgMjur8fr9fhYWFcrvdqqurU0NDgxoaGmS32+V0OuXxePp8n2EY8ng8ys/PV05OjiwWy4CPnJyca96fn5+voqIi1dTUKBgM9hbN/X6/ysrKlJOT01vQBxAdP3j9kPacOCvrxHT978LFZscBYCKLxdI7F30Hm4sCUfHEE09o/fr1amxsVEtLi3w+X7/3Oy0tLQqFQiouLlZ+fv41nep8MxeJ7KO3zdaUjDQdar6g1/ZzPwgASC4j6kR/4okntHr1akk9m4wGAgHV1dX12bnR0tIii8Wi4uJiSdd2qrtcLmVnZ4/yI5insLCw9w8KV3M4HPJ6vSosLNT+/ftH1AkeDAZVXV2thoaGG17zer0yDENVVVXKz8+/4fr19fXDutb1729ubpZhGAoEAjcca7PZ1NDQQBc6EEUt5y/rqc17JUlfdC2WbdIEkxMBMNvyuVbVvf2u3jjCXHQgGnJz3/uGh9Vq1Zo1a7RmzRpJ793vbNu2TYFAQMFg8Jpv5l7fqZ5I9zvA1SZOSNUnls/W/7x+WL6Gw3p//lSzIwEAMG4s4atXgEOQkpKiYDCoFStW9Pl6X4vMay5oufYrX30tMvfv369Fixapqyt25376/X653W41NTX1O7YlJydHa9euVXV19bDP73a75fV6+z135Po2m00tLS3XvJafn6+6urohjZMpKipSXV3dNc85nU7Z7XYFg0EZhiGbzSa73a5169apvLx82J8loq2tTVarVa2trdxMAAP4yqY39d+vHdLSWVn6yV9+SGmpI/rSEIAE8qt3TumPnnldC6ZO0i8fv9fsOKZgHYFoWbt2rZ5++ukh/3fV2tqq+vr63iaiodzv2Gw2BYPBmL6/iWf8fBg/DQdbtOa7v9XE9FS9/pVCZWWmmx0JAIBRGeo6YthFdBaZPZxOp0KhkJqamvo9xu12y+/3a5j/iiWpd8TKli1b+uz6NgxD+fn5knRNIT8YDCoQCAyp2F1WVqaysrIbzt9XYX0ssLgFBvfW0VZ94l9/rXBY+mHp+/Q+Ox0+AKTWCx1a/vebJUnb/0+RciYn3zdUWEcglm3ZsmXA+51wOCyLxRLT9zfxjJ8P4yccDsv1zV+q6dR5Pfnw7XrkzvlmRwIAYFSGuo4YdntjbW3tsBYmVqtVhYWFevLJJ1VfX6/u7m7V1dWpvLxcDoejz5nqfY0wiSWhUEjBYHDQTu/I636/f0TXCIVCfY5UGchQN/wMBAKy2WyMZQFiSDgc1ld/tEvhsPTxO2ZTQAfQyzopXfZpkyVJO4+EzA0D4AaD3e8AicJisci9cp4kyddwxOQ0AACMnxHNRB+twsJCFRYW9v7zQJ0bsShS2B6siB7pFN+2bVvvTPih8vl82rZt2w3zyiNCoVDv/391DofDMaQxLl6vNyrd5gBG7oUdx1R/sEUT01P1lY8tMzsOgBhzx1yrjNPn9caRVn3k5hlmxwEwgOvvd9xutzZu3GhiImDsPFxwk77+0l41HGxR48lzWjRjitmRAACIupgYtHt950ZkE59YFdk8NVIk78/VI1aGq7i4WF6vt99NSSObh7pcrj6vORCPxyOv1zvsTACi51x7p772s92SpM+tXqTZ1okmJwIQa5bPs0mSdh4OmZoDwPBVVFSYHQEYMzOyM/WRJdMlSX660QEASSImiujXi/VFZmQOen8F7ojc3FxJUnNz85hn8Pl8kjTsYnikoM8YFyC2/MvL7+jk2XYtmDpJj96dZ3YcADGot4h+JMR4CCDORPY7AhKFe+VcSdLG4BF1dnWbnAYAgOgzZZzLYBJtkXn16JWxEAgEFAgE5PV6h10M93g8vQX4wRiGoUAg0LuBqs1mU0VFxaB/PAAwPE2nzunff71fkvQ3H79FGWmpJicCEItumZ2ttBSLTp+7rGOtl3STjW+sAPEiNzeXP34hoaxeOlO5kyfo5Nl2vfLOKa1eOtPsSAAARFVMFtFjfZE53M7ysexEDwQCcrvdqq6u7ndeen/8fr8cDseQiuA1NTWSdM01AoGA8vLytGHDhmHPeAfQt3A4rL//8dvq6Arr3punq3AZNyAA+paZnqqls7P01tE27TwcoogOxBGr1arubrp1kTgmpKXo0ytu0r//Zr989UcoogMAEl5MFtFjfZE51M7ySLF6tJ3oHo+ntys8NzdXW7ZsGdE4Fo/HM6TNRA3D0MqVK2+4hsvlktfrldvtVl1d3Q3z2K/X3t6u9vb23n9ua2sbdmYg0QV2n9Qv953ShNQU/c0nbjU7DoAYt3yurbeI/uDts82OAwBIYu6Vc/Xvv9mvwO531Xz+snInTzA7EgAAUROTM9ETRaR4PtrxJ16vVz6fTy0tLaqrq1N1dbXy8/OHtWGp3++XNLSNRxsaGvot0peWlspms6msrGzQ81RWVspqtfY+5s2bN+S8QDK41NGlf/jJ25Kkz9ydp7xpk01OBCDWReai72BzUWBMrVu3To899pi+8Y1v6OWXX6b5AxiCZbOzdftNVnV0hfX89qNmxwEAIKpGVERP9kXmcIvikQ1Gx4Ldbld1dbWKi4vldDpVVVU1pPdVV1cP2jkeMdjnW7t2rQzD6C3M96eiokKtra29j8OHDw/p+kCy2PCKoUPNFzQrO1Ofu3eR2XEAxIHlc22SpLeOtqqrO3ZH3wHxxufzqaamRuXl5XK5XFq4cKFSU1O1atUqPfbYY9qxY4fZEYGYFNlgtLb+cEyPZAUAYLRGVERnkWk+r9crqWdEy2Ad6aFQSIFAQE6nc0yunZ+fL0mDjobJyMhQdnb2NQ8APY6GLuo7v2iUJFU8uFSTM2JyuhaAGLNoxhRNmpCq85e71HTqnNlxgITj8/nU3d2t5uZmdXV1qba2VsXFxUP6NieQjD65fI4mpKVoz4mz2nUsuZrrAADJZVTjXJJ1kRnpLB9s1nlkQ9HRjnPpT2RzT4/HM+BxtbW1koY2ymUoIp/HMIwxOR+QjL7209261NGtO/Ny9cnlc8yOAyBOpKZYdPtNVkmMdAHGWmlpqdasWXPNc3l5eSosLKQZBOiHbdIE3XdLz6aivnq+eQwASFwjLqIn8yIz0tHd1NQ04HGRIvPKlSuHdX6/3y+n0znouJRIUTwQCAx4XKRjfLAcgUBAOTk5g46IifwRgSI6MDK/bTytn755XCkW6aufuFUWi8XsSADiSGQu+htHQqbmABJNUVGR2RGAuORe2bP31fM7julSR5fJaQAAiI4RF9GTeZEZKUZHOs37E+lUj4w/GarIiJbBOsynTp16w7X6MliRPcLn8ykUCqm6unrA4yKfO9G/cQBEQ0dXt776412SpD983wLdMiex/+gIYOxF5qLvPNxqbhAgwbC2BUbmQ4umabY1U60XOxTY/a7ZcQAAiIoRF9GTeZHpcDgkDd6JHelUj4xdGa6ysrIhnV/qf2SMYRi9BfbBxsrk5+eruLhYPp9vSNeN/HsAMHTff/Wg9r17TjmT0vVXRUvMjgMgDi2f1zPOZffxNjr+AACmS02xaI2jZ4NRX/0Rk9MAABAdo5qJnsxKS0sVDAYH7ACvra2Vw+Ho9w8O/W0I6nK55PP5VF5ePmCGSBF/oCL9YHPbr7+u3W4ftDgeGTMzWJEfwLVOn2vXtwL7JEmP379UtkkTTE4EIB7dZJuoaVMmqLM7rN3H2cQNGCvR2scISAbFzp4i+ivvnNLx1osmpwEAYOyNuIie7ItMr9cr6b1NO68XKbBHjrue0+nsffR17srKygEL4MFgsHdMy4YNG/o9bjhzyx0OhwzDGPA9gUBAhmGotLQ0qb+NAIxE1Yt7dPZSp267KVvrVs0zOw6AOGWxWHRH70iXkKlZgEQynOYTANdaOG2y7szLVTgsbQweNTsOAABjbsRF9GRfZNpsNlVXV8vj8fT576KkpESlpaVyuVx9vj/Shd5XN7rNZtOGDRvkdDr7LGiHQiGVlJRI6pljPtAfNAab2349r9crt9vd53UNw5Db7ZbL5Rp0bjqAa20/1KLaK19v/btP3qrUFDYTBTByd8ztGenyxlHmogMAYoPbGRnpcljhcNjkNAAAjK00swPEs9LSUkk9XeVer1cul0uGYcjj8cjlcvXbhS5J5eXlqqmp6T3H9RwOh+rq6npHphQVFclut2vbtm2qqamR3W5XU1PToN3gubm5koY+w95ut2vLli1yu92y2WwqKipSbm6u6urqVFtbK6/X229mAH3r7OrWlze9JUl62HGTnAtyTU4EIN7dMrtnU+Ldx8+anARIHE8++aSefPJJLVy40OwoQFx68PbZ+uqPdunAmQvadqBFd+ax5gUAJA5LeAR/Ik5JSdHatWtZZF7F7/fLMAzZbDatXbt2TMfdREasBINB2Ww2rVy5clibetbU1Az7PVJPl3x9fb1CoZDsdvuIN0iNaGtrk9VqVWtrq7Kzs0d1LiCebHjF0D/9bLdsk9K15a/u0dQpGWZHAhDnDjdf0N1VW5WeatHbf/+A0lMTf5sb1hGIppSUFFksPd8Ss9lscrlcKioqksvlGrP7naefflqPPvromJwL1+LnQ+wo9+9Ubf0RuZ1z9XX3crPjAAAwqKGuI0ZcRGeRieFicYtkdKTlgoq++YoudnSpas0dWsssdABjIBwO646vbtbZ9k69+IW7tXRW4v9eZR2BaIrc30RujSL3OtLY3O+0trYqNzdXXV1dYxUZV+HnQ+zYdqBZ7vWvatKEVG37ikuTM/jyOwAgtg11HTGqtqVwOKyWlhb5/X6VlZUpPz9fU6dO1bp16/T000/rwIEDIzpva2tr7xgTAIhX4XBYf/vCLl3s6NKdeblyr5xrdiQACcJisWjp7CxJ0u7jbSanARJDQUFB7wjEcDjc++jvfmfjxo1qaxva//762m8ISEQrF+Qob9pkXbjcpZ+8cczsOAAAjJkRF9FZZALAwF7adUJb9pxUeqpFX3votmu62gBgtJYxFx0YU36/X42NjWppaZHP51NpaemA9ztut1s5OTlavHixHnvssQHvd5qbm8fzowCmsVgsWnflm5ff2LxPLecvm5wIAICxMeIiOotMAOjf2Usd+tsf7ZIkffaefC2akWVyIgCJ5r0iOp3owFiyWq1as2aN1q9ff8P9TmTfo6vvdwzDUE1NzYD3O6FQyLwPBIyzP/nAQi2aMUWnzrbrb66shwEAiHcjnoluGEaf8wBbW1sVCARUV1en2traGxaM13di2u32a2YMZmdn67nnntPatWuZGZhgmFWIZPLVH+3S9357QAumTtJLX/iwMtNTzY4EIMHsOBzSp7/zG02bkqH6v3aZHSfqWEcgmga6v7ne/v37e+93AoHAoPc7kcJ7KBTi/iZK+PkQe944EtJD//ZbdXWH9Z3fd+hjd8w2OxIAAH2K+saiLDIxXCxukSx2Hg7p0//2G4XD0vc/c6fuXjzd7EgAEtCFy5269W9fUjgsbfuKS9OzMsyOFFWsIxBNw7m/ud5Q7nfC4bAsFgv3N1HCz4fY9M3Ne/XPLzcqZ1K6Nn/xnoT/PQUAiE/jsrHoUOTl5amkpES1tbVqbm5WU1OTqqurVVxcLJvNds1XIcPhsEKhkFpaWqIdCwCiorOrW1/e9KbCYenTK+ZQQAcQNZMmpClv6mRJjHQBxsJI92Uayv0OkIw+t3qxbpmdrZYLHVfWx/xvAQAQv0ZcRGeRCQA3+o9XD2rXsTZlZ6bpKx+7xew4ABJcZC76nhMU0YHRGun9zfWuv9+pr69XXl7emJwbiCcT0lL01NrlSk+1qO7td7Vp+1GzIwEAMGLjXkS/HotMAIniWOiintq8V5JU8eAyvrIKIOqWze7ZtHj38bMmJwHi31jd31zP4XDI6/VG5dxArFs2O1tfcC2RJP3tj3bpeOtFkxMBADAyphfRr8ciE0C8+uqPdunC5S6tXJCjdSvnmR0HQBJYOqunE51xLsDo1dTURO3c+fn5UTs3EOvKPmzX8nk2nb3UqXL/G3z7HAAQl0ZcRGeRCQDv2bzrhDa//a7SUiz62sO3KyXFMvibAGCUls3pKaI3njyn9k42LARGo6WlRY888khUzm2z2aJyXiAepKWm6Cn3cmWkpehX75zW/7x+2OxIAAAM24iL6CwyAaDHufZO/e2PdkmSSj9s15KZWSYnApAs5lgzlZ2Zps7usJpOnjc7DhC31q9fr7y8PNXW1mrx4sXaunWr2ZGAhLJoxhSVP7BUkvSPP31bh85cMDkRAADDM6IiOotMAHjPt+r26XjrJc3Lnai/XL3Y7DgAkojFYundXJSRLsDIlZaWqrGxUU1NTXr44YdVUlKiVatW6emnn1Zb2+j/t5WXl6fCwsIxSArErz/9wELdmZerC5e79Lh/p7q7GesCAIgfIyqis8gEgB5vHW3V//vNfknSP3zqNk2ckGpyIgDJhiI6MHby8vLk9XrV2NiompoaNTY2yuFw6Omnnx71uTdv3jwGCYH4lZJi0TeKl2vShFS9tr9Z3/vtAbMjAQAwZCMe5yKxyASQ3Lq6w/rypjfVHZY+sXyOPnLzDLMjAUhCy2b3jJDafYIiOjCWCgoK9OSTT6qxsVGPPvqo2XGAhDB/6iR95WPLJEneF/eo6dQ5kxMBADA0aWN1ooKCgt6FJgAkg++/ekBvHGlVVmaa/s/Hl5kdB0CSeq8T/azC4bAsFjY2BsbCgQMHFAwG1dzcLEnKzc2V3W7XihUrzA0GxLnfv3O+XnzrhH71zml9ybdTvrL3Ky11VP19AABE3ZgV0VlkAkgmJ1ov6Rub90mSPA8s1YysTJMTAUhWS2ZmKcUiNZ+/rFNn2zUjm59HwEgdOHBAXq9XtbW1CoVC/R5nt9vlcrnkdru1evXq8QsIJACLxSLvmjt0/7df0fZDIdX8ytCff2SR2bEAABjQqIroLDIBJKNwOKyKjW/oXHunCubb9Pt3zjc7EoAklpmeKvv0KWo8eU5vH2+jiA6MUEVFhaqqqiT1/K4fSFNTkwzDUE1NjSTJ7XbriSeeoIEIGKI5ton620/cqi/5dupbdfu0eukMLZ2VbXYsAAD6NeIiOotMAMnK33BEW/ee0oTUFFWtuUMpKYxOAGCupbOy1HjynHYfP8v+DMAIrFu3Tj6fT5JUWlqq/Px82e122Ww2GYahUCikpqYm1dfXKxgM9r4vch/k8/nk8/nkdDrl9Xp17733mvI5gHiyxnGTXnzrhAK739X/V7tTm/78g5qQxlgXAEBsGlERnUUmgGR1ovWS/v4nb0uSvli0RItnZpmcCAB65qL/5I3j2n2czUWB4fr6178un8+n8vJyVVRUyGq1XvN6YWHhNf+8fft2eTweBQKB3uci9zkNDQ1yuVwqKiqSz+dTVhbrBKA/FotFX3v4NjV8q1m7jrXpX7c26q+KlpgdCwCAPg27iM4iE0CyioxxOXupU8vn2VRyd57ZkQBAknTLlc1F95ygiA4MR2trqzwej/x+vx5++OEBj21ra9Ojjz6qqVOnyuv1ym63S5IMw1B9fb3q6urk9/slSZs3b1ZOTo58Pp8eeuihqH8OIF7NyMrUP3z6Nn3uB9v1na2Nci2boTvm2syOBQDADSzhwWaxXKW1tVU5OTnDXmSWlpYOuMiUpJSUFBaZCa6trU1Wq1Wtra3KzmbeHeKPr/6wHve/oQmpKfrp5z9EFzqAmHGi9ZLeV7lFqSkW7fq7+5WZnmp2pDHHOgLR8PWvf13btm1TbW3toMfef//9Wr9+vfLyBv4jek1NjWpqahQMBmWxWFRTU6PPfOYzYxUZfeDnQ/z73A+C+skbx7V4xhT9+C8/lJC/xwAAsWmo64hhDRyrqalRcXHxoAV0qWfuudfr1Xe/+10VFBTIarXKarWqoKBAJSUlqq2tVXd3t9avXy+Hw6Hu7m4VFxfrmWeeGU4kABgXjHEBEMtmZmfINildXd1hNZ48Z3YcIG5s27ZNjzzyyKDHbdy4UcXFxYMW0KWecZf19fXavHmzsrOzVVpaqqeeemos4gIJ6x8+dZumTcnQOyfP6Vt1+8yOAwDADYZVRGeRCSAZMcYFQKyzWCxaNquna+Jt5qIDQ2YYhhwOx6DH1dXVad26dcM6t8vlUktLi1avXq3y8nIdPHhwpDGBhJczeYKefPh2SVLNrwzVH2g2OREAANcaVhGdRSaAZORvOKKte09pQmqKvlF8h9JSh/WjEwDGxbLIXPTjZ01OAsSP3NxchUKhQY8zDGPEY0Lq6uq0YsUKlZWVjej9QLJw3TJTxc65CoelL/l26sLlTrMjAQDQa1iVIBaZAJINY1wAxItls3t+Pu2mEx0YMrvdrvr6+kGPs1qtOnDgwIiv4/P5tHnzZm3dunXE5wCSwd984hbNtmbqwJkL8v58j9lxAADoNawiOotMAMmEMS4A4kmkE333iTYNY994IKm53W75fL5Bj7Pb7fL7/SO+jt1uV2lp6ZA2MAWSWXZmurxr7pAk/cerB/XbxtMmJwIAoMewiugsMgEkk+eCRxnjAiBuLJoxRakpFoUudOhE2yWz4wBxobCwUGfOnNHOnTt7n9uxY8cNx5WWlqqyslJnz458XFJRUdGQGpKAZPfhJdP1h++bL0l63P+Gzl7qMDkRAADDLKKzyASQLE60XtLf/XiXJMa4AIgPmempyp8+WRJz0YHhqK2tVXFxsXbs2KF169bJ6XTqzjvvvOYYu92uhQsXyu12j/g6drt9SKMxAUgVH12m+bmTdDR0Uf/4k91mxwEAYHhFdIlFJoDExxgXAPEqMtLlbeaiA0Nmt9v17LPP6tFHH1VdXZ3C4bAaGhpuaBbasGGDNm/erEceeWRE12lubpbNZht9YCAJTM5I09eL75DFIj1bf1hb95w0OxIAIMkNu4jOIhNAomOMC4B4tXTWlbnoFNGBYXE4HKqvr9cTTzwhu92uvLw82e32G455/PHHVVtbqyVLllzz7dyh8Pl8N5wTQP/usk/VZz7Y08ziee4NhS5cNjkRACCZjagyxCITQKJijAuAeLZsds/PLIrowMiUl5ersbFRjY2Nys7OvuF1r9erwsJCNTY2yuFwaNWqVfrGN76hAwcODHjeLVu2aMOGDSorK4tSciAxfen+m5U/fbJOnm3X3/5ol9lxAABJzBIOh8PRvEBRUZG2bNkii8Uih8OhdevWqbi4WAsXLuz3PVu2bNF9992nuro6rV69OprxMI7a2tpktVrV2tra500JYLZwOKw/+942bd17Ssvn2fTcZ99PFzqAuHKy7ZLu/NoWpVikt//+AWWmp5odacywjkAscbvdeu6552SxWHqfs9vtcjgcstvtWrVqlWw2m0KhkKqrqxUIBORyufTSSy+ZmDpx8fMhse04HNLD//YbdYel7/6BQx+9fbbZkQAACWSo64ioF9ElFpnoweIWsc7fcERf8u3UhNQU/fTzH6ILHUDcCYfDWvmPAZ05f1k/+twHdcdcm9mRxgzrCMSampoaPfHEE737OF19r3O1cDgsu92uYDDIf7tRws+HxPf1l/boO1ublDt5gjZ/8cOaNiXD7EgAgAQx1HXEuLRY+nw+rV+/XlarVeFwWOFwWIZhyO/3q6qqSm63W0VFRXK73aqrq1NeXp58Pt94RAMASYxxAZAYLBZL7+aijHQBoqu0tFT79+/X448/LpvN1nufc/XDarXK6/X2Ox4GwNB8vnCxls7KUvP5y/rKpjc1Dr2AAABcY9zmFLDIBBCrurrD+uKzO3T2UqeWz7Wq5O48syMBwIgtnRWZi37W5CRA4ovcvzQ3N6uhoUE+n09er1der1d1dXVqbm7W448/bnZMIO5lpKXqm2tXKD3Vopd2vasXdhwzOxIAIMmkjefFIotMr9er7du3yzAMGYYhqWcj0sLCwvGMAwCSpOpXmvSqcUaTJqTqW+tWMAcdQFyjEx0wR0FBgQoKCsyOASSsW+Zk6/OrF+upun36mxfe0vvsUzXLmml2LABAkhjXIvrVWGQCiAU7Dof0zc37JElf/eStsk+fYnIiABidq4vo4XC43znNAADEm8c+kq/A7ne180irntj4hv7fn6zi9xwAYFzQbgkgaZ1r79T//uF2dXaH9bE7ZsvtnGt2JAAYtUUzpigtxaK2S5061nrJ7DgAAIyZtNQUPbV2uSakpegXe0/ph9sOmx0JAJAkKKIDSFp/88JbOnjmgm6yTdTXHrqdLhYACWFCWooWzej5Vs3uY4x0AQAklkUzsvT4fTdL6lnP/3gn89EBANFHER1AUnphx1FtDB5VikX69iMrZJ2YbnYkABgzkZEue05QRAcAJJ4/+1CePnbHbHV0hfX5H27X936z3+xIAIAERxEdQNI53HxBf73pLUnSX65erFULc01OBABja9nsLEnS7uNnTU4CAMDYS02x6J8fKdAfv3+BwmHpqz9+W19/aY/C4bDZ0QAACYoiOoCk0tnVrc//cLvOtndq5YIc/eXqRWZHAoAxd/XmogAAJKLUFIv+7pO36kv3LZEkfWdrkzzPvaHOrm6TkwEAEhFFdABJ5f9ueUfbD4WUlZmmbz+yQmmp/BgEkHiWzuopou8/c14XLneanAYAgOiwWCz63OrFevLh25VikWrrj+iz/9Wgi5e7zI4GAEgwVI8AJI3fGWf0r1sbJUmVD9+uuTmTTE4EANExPStD06ZkKByW9p5gpAuA4amqqpLb7ZbH41FZWZnKyspkGMaYnDsYDMrtdis/P185OTlyOp1jen4kp0funK/1f+hURlqKArtP6g+feU2hC5fNjgUASCAU0QEkhdCFy/riszsUDktu51x9/I45ZkcCgKiKzEXfQxEdwBCFQiHl5+fLZrPJ5/PJ6/WqurpaZWVlcjqdCgaDozq/3++Xx+OR1+tVU1OTWlpa5PV6FQgElJ+fL4/HM0afBMnovltn6fufuUvZmWlqONgi9/pXdbz1otmxAAAJgiI6gIQXDof1xHNv6njrJeVNm6yvfvJWsyMBQNTdwlx0AMNUWFgol8ul0tLSa553OBzyer0qLCxUKBQa0bmDwaCqq6tVV1cnu93e+7zL5VJTU5McDoeqqqoopGNU7szLle+zH9DM7Ay9c/Kc1vzbb9V4kj8mAwBGjyI6gIT3w22H9eKuE0pPteifHynQ5Iw0syMBQNSxuSiA4fD7/QoGg/0WsSOF9ZEWuSsrK1VdXd3v6xs2bJDUM0qG0S4YjZtnZem5xz4g+/TJOtZ6ScXrX1XDwRazYwEA4hxFdAAJrfHkOf3dj3dJkr503826fa7V5EQAMD6WRsa5HD+rcDhschoAsa6yslJ2u/2aLvHruVwu1dTUDPvckaL4QOd2OBxyOBySNGCxHRiKuTmT5P/sB7Rink2hCx36g6d/p5f3vGt2LABAHKOIDiBhtXd26fP/s12XOrr1oUXTVHJ3/zduAJBo8qdP0YTUFJ1t79SRFmbCAuhfKBRSMBgcsMgtvVcE9/v9wzp/IBDQunXrBj1u5cqVvccDo5U7+f9v787j2rjv/I+/xWmDAYEP7PiIEXZ85ZRw7tsiTbrt9kJ22/RKWkOP7TbbA613t9vtbw+v3PtecJveTWNps9l20yaVnOZuEoPiHE7s2IztEB/YGMZgsMEY/f7AUrBB3DASvJ6PB49gaTT6KAzDzHu+8/lm6Dfrr9LNy2br1Olurf9Frfw19VaXBQBIUoToACatTQ/v0quHWlSQnaFvrr1MKSk2q0sCgAmTnpqiJXNmSKKlC4CBRUPrwUL04uJiSdK2bduGtf66ujp5PB55PJ4hrX+kfdeB82VlpGnzR0r0Xud8nemO6EuBl/Sjx+q4QwsAMGyE6AAmpUd3NugnT+2VJH2t7FLNyZ1mcUUAMPHe6ovOpGoA4ou2W4mG2PFEQ/ZwODys9UdD8cFGsNfV1Z3zPsBYSE9N0Tc8l6nipp7tyvfwTv3r/72m7m6CdADA0DG7HoBJZ/+xNt3z2+2SpI9du1hrVhRaWxAAWGTF2b7ojEQHMJBoeG232wdcrqCgQJLU1NQ0rPV7vV41NTWptLR0wOWiYX60NzowVmw2mzbcsUKzZ2Tq3x56Tfc+vVeNJzr0dc9lykhjbCEAYHCE6AAmlfbOLlX8slYtp7rkXGTXP7x9hdUlAYBloiPRdx4mRAcwdobbbsXhcMjv9w+6zmhbmYqKipGWBgzoEzc4NGtGpr7of1G/e/Ggmts79aMPuTQjk2gEADAwLrkCmDQikYg2PPCydh5u1awZmfrhnS5GlgCY0qIh+v6mdrV1dFlcDYBENdyR5cNdfiiqq6slSWVlZbRzwbh69xXz9ZOPrVZWRqqe3N2oD1Q/q8YTHVaXBQBIcKRLACaNnz2zT/+7/aBSU2z6wQev0Nw8+qADmNoKsjNUmJupSETaeZi+6AD6N9SR5dF2L2M98adpmtq4caPsdrs2b948pusG+nPTRbN13/qrVZCdoZcPHFfZj55RfVO71WUBABIYITqASeH5vU3694dekyT949tX6CrHTIsrAoDEsHxudHJRWroAGJ1oeD5Y7/ThWr9+vUzT1NatW4e07o6ODrW0tJzzBQzXZQvtCnzyGs23T9e+Y+1674+e0Y6Dx60uCwCQoAjRASS9hpZT+vSvw+rqjuhdl1+gu65bbHVJAJAw6IsOYDDDDcWjE4yOhUAgoEAgoGAwOOQJRTdu3Ki8vLzY18KFC8esHkwtjtkz9MCnr9XyuTk62tqh91c9q7/UHbO6LABAAiJEB5DUOru69alf1arxRIeWz83RxvdeIpvNZnVZAJAwVszLkSS9doh2LgASSzgclsfjkd/vl9vtHvLrNmzYoOPHj8e+6uvrx7FKTHaFudN0f8U1urKoQK0dXfrovc/rDy8fsrosAECCIUQHkNT+7aFXFX7DVM60NP3Xh1zKykizuiQASCgroyPRD7WouzticTUAElF0ZPlgvc6jE4qORTsX0zS1Zs0a+f1+lZWVDeu1mZmZys3NPecLGI286en6xd1X6vZVc9V5pluf+U1Yv3x2v9VlAQASCCE6gKT137Vv6hd/6Tm4/c77L9fiWdkWVwQAiadoVrYy0lLU1nlG9c1MmgagL5fLJUmqq6sbcDnDMCRJJSUlo37PNWvWyOfzDTtAB8bLtPRU/eBOpz541SJFItKXH3xF3wy+rkiEC9AAAEJ0AEnqlQPH9Q//87Ik6XNrlurW5YUWVwQAiSktNUUXFc6QREsXAP2LhuLRkebxREeqFxcXj+r9PB6P1q1bp/Ly8gHfB5hoqSk2/fu7L9Y97qWSpO9u3a1/+J9X1NnVbXFlAACrEaIDSDrNbZ365K9q1dHVrVuWzdbn1iy1uiQASGgr5va0OnjtEJOLAugrOqFndKR5PNGR6qMZPe71euVwOFRZWRl3mfXr1494/cBo2Ww23eO+SP/27ouVYpPue/4NvfsHTzNBNwBMcYToAJLKme6IPnf/dr3ZfFKLCrL07XVXKCWFiUQBYCDLz/ZF33WYkegA+ldeXq5wODzgKPAtW7bI6XTK4XD0+3w4HB7wPQKBgEzTlM/ni7uMaZqxHu2AlT509YWq/nCJ8rPS9eqhFv31957Wjx6r0xnmFwGAKYkZ+MbApk2btG3bNjkcjthBZ3SExWiZpimv1yvDMGK3VzocDm3YsCE2YuR8FRUVKi4uVllZmQoKCkY88c94fi5gpL4VfF1PvH5U09JTVPVhl/Ky0q0uCQAS3tI5Pe1c9hw9YXElABKVz+dTdXW1tmzZ0m+blWjAHi8Ad7lcCofDcjqdqq2t7ff1wWBQVVVVcWswTVPV1dWjbhcDjBX3ykI98nc36h8eeFmh147I9/BObX2tQV/3XMZ8TAAwxTASfRRM01RxcbHsdrv8fr98Pp+qqqpUUVERO4gcjUAgoDVr1sjj8SgYDKq2tla1tbVyOBxyuVzyer39vs4wDHm9XhUXFys/P182m23Ar/z8/An9XMBI/WnHYX3/z3skSb73XaoVZ0dWAgAGtuRsiL6vsU2nz9DXFUBfdrtdVVVV8nq9/Y5GX79+vcrLy+V2u/t9ffQcob9zBcMwtGbNGlVXVw96XuL1euMOFgKsMCdnmjZ/pESbyi7VjMw01exv1h3feVK/fHY/k44CwBRCiD4Ka9askdvt7jNSw+l0yufzac2aNSOeFCccDquqqkq1tbV9DlSjs9hv2rRJ1dXVfV5bU1MzrPc6v/7x/FzASO05ckJf2PKiJOmu6xbrXZfPt7giAEge8/KmKTsjVV3dEe0/1mZ1OQASVHl5uXw+n1wuV6z1SjgcVmlpqdxu94CjyCsrK2W32/vtde7z+YZ1/sCdr0g0NptNa0sW6uF7btDVjgKdPH1GX37wFX3k3ud16PhJq8sDAEwAW4RLpyMSCATk8XhUV1cX9yAvPz9fa9euHfBgMx6PxyOfzxd33dH3t9vtam5uPue54uJiBYPBIR18lpaWKhgM9lnveHyulpYW5eXl6fjx48rNZQQxhq7xRIfe88OnVd90UlcuLtCv11+l9FSuAQLAcLzr+0/pxTeP678+5NTtF8+zupxh4zgCmFiBQECGYchut2vt2rUjbhE5Edg/YCJ1d0f0s2f2yffwTnV0dSt3Wpq++q5Vevfl82WzMVcTACSboR5HEKKPkMvlkmmasRnq++PxeBQIBEZ0i1e0xcrWrVv7vZ3RMIxYr8DegXc4HFYoFBpwtvuoiooKVVRUnLP+8fxcHNxiJE52ntH7Nz+rF+tNLSrI0gOfvlazZmRaXRYAJJ3Pb9muB8IH9MXbLtLf3LrU6nKGjeMIAPGwf4AV9hw5oS/4X9SL9aYk6fZVc/Xv77lYMzlXAYCkMtTjCIZyjkD0tsbBRnpHnw8EAiN6D9M0FQqFhvU6wzCG1EMwFArJbrefs+xEfC5gOM50R3TP/S/oxXpT9qx0/eyu1QToADBC0b7ou48wuSgAAKO1ZM4M/fcnr9EXSi9SWopND+84rLd9+wkFX22wujQAwDggRB+BaLA9WNgcHSm+bdu2Yb+H3+9XZWVln77kUb17Cvauw+l0xp3spzefzyefz3fOYxPxuYDh+PeHXtMjOxqUkZqi6g+XyDF7htUlAUDSWjonR1LPyDkAADB6aakp+uyapXrwM9dpWWGOGk90av0vavRF/4tqOXXa6vIAAGOIEH0EDMOQ9FaYHE/vFivDVVZWJp/PF7f3YHTy0PMD86H0Qfd6vX0CdGliPhcwVD99eq/ufXqvJOkbay/TlUUFFlcEAMktOhK97ugJdXfTzQ8AgLFy8fw8/e6z16niJodsNilQ+6bu+PaTemZPo9WlAQDGCCH6CET7hQ82uU5BQU/o19TUNOY1+P1+Seo3DB9INPjur+VLInwuQJL+tOOw/t//vSpJ8t6+XO+87AKLKwKA5Lcwf7oyUlN06nS3DpgnrS4HAIBJJTMtVRvuWKEtFddoUUGWDpgn9cEfP6d/+d0Onew8Y3V5AIBRIkSfAL1br4yFUCikUCgkn883pP7nvXm9Xm3YsGFM6hjrzwVI0vZ6U3/72xcUiUgfuHKRPnnT4HdXAAAGl5aaIsfsbEm0dAEAYLysXlygP37uBt151SJJ0s+e2ae/+u6TeuGNZosrAwCMBiH6CAx3BPZYjtgOhULyeDyqqqpSZWXlsF4bCATkdDrjjjS38nMBklTf1K5P/HybTp3u1s3LZutf37VKNpvN6rIAYNIoPtvShRAdAIDxk52Zpn9/zyX62V2rVZibKaOxTe/70TP6+iO71NnVbXV5AIARSLO6gGQ01BHY0bB6tCO2vV6vDMNQKBRSQUGBtm7dOuwR6NH1BIPBuM9P9OcCejPbO/XRnz6vxhOdWjkvV9//oFNpqVznA4CxtOTsBM27j7RaXAkAAJPfzcvm6E/33KSv/O4VPbj9oL7/5z16dOcRfWvd5Vo2N8fq8gAAw0BCNY6iIfNgPcYH4/P55Pf71dzcrGAwqKqqKhUXFw9rYs9AICBpaBOPDmaon6ujo0MtLS3nfAH96eg6o4pf1so42qZ5edP007tWa0Ym1/gAYKwtLWQkOgAAEykvK13ffv8V+uGdTuVnpevVQy165/ee0n89XqczTPQNAEmDEH0EhhuKRyfiHAsOh0NVVVUqKyuTy+XSpk2bhvS6qqoqud3uAZcZ68+1ceNG5eXlxb4WLlw4rPVjaujujqgy8JKe29uknMw0/fSu1SrMnWZ1WQAwKS3p1c4lEuHEHQCAifL2S+bpkb+7Ue4Vc9R5plv/+cedWlf1F+1rbLO6NADAEBCiJymfzyepp0XLYCPSTdNUKBSSy+WaiNJiNmzYoOPHj8e+6uvrJ/T9kRy+GXxd/7v9oNJSbPrRh1xaPjfX6pIAYNIqmpWtFJvUcqpLR1s7rC4HAIApZU7ONG3+SIk2lV2qGZlpqtnfrDu+86R++ex+Lm4DQIIjRB+B6AjswXqCRyfeHG07l3jKysok9QTpA9myZYukwVu5jPXnyszMVG5u7jlfQG+/ff4Nff/PeyRJ//HeS3T90lkWVwQAk1tmWqounJktiZYuAABYwWazaW3JQj18zw262lGgk6fP6MsPvqJ11c9q12HmLAGAREWIPgLREd11dXUDLmcYhiSppKRkWOsPBAJyuVyxPubxREPxUCg04HLRyUQHq2O8PxfQ2593HtE/PviKJOlvb12itSW0+wGAiVB8dnLRPUcJ0QEAsMqC/Cz95hNX65/fsVLT0lP0/N4mvf27T+rfH3pVJzq6rC4PAHAeQvQRiIbH0RHZ8URHdBcXFw9r/dEWLYONMJ85c2af9+rPYCF71Hh/LiDqyd1HVfGrWp3pjui9V8zX35VeZHVJADBlRPui724gRAcAwEopKTbdfX2Rtn7hZr1tVaHOdEe0+cm9WvONx/S7Fw/S4gUAEggh+gg4nU5Jb43Ijic6ojvadmW4KioqhrR+KX5rFcMwYqH3YO1XJupzYWp71jim9b+oUWdXt25bWShf2aWy2WxWlwUAU8bSXpOLAgAA6823T1fVh0v007tW68KZWWpo6dDf3veC7vzxc9pzhBYvAJAICNFHqLy8XOFweMAR4Fu2bJHT6YzbizzehKBut1t+v1+VlZUD1hANuwcKswfrb36+sfhcQDy1+5t098+26dTpbt2ybLa+98ErlJ7KbggAJlJ0JDrtXAAASCy3LJujR+65UV8ovUiZaSl6pu6Ybv/2k9r4x9fURosXALAU6dUI+Xw+SW9N2nm+aBAdXe58Lpcr9tXfujdu3DhgkB0Oh2NtWjZv3hx3ucFGlff33tLIPxcQz4v1pj527za1d57RDUtn6UcfcikzLdXqsgBgyik+G6Ifbe3Q8fbTFlcDAAB6m5aeqs+uWarQ52+Se0WhurojqnrckPubj+sPLx+ixQsAWIQQfYTsdruqqqrk9Xr7DbvXr1+v8vJyud3ufl8fHYXe32h0u92uzZs3y+Vy9RuCm6ap9evXS5L8fv+AbVoG62/e33uP5nMB/XnlwHF9+CfPqbWjS1cVFaj6wyWalk6ADgBWmJGZpnl50yRJe45yizgAAIloYUGWfvzREv3koyVaWDBdh46f0qd/HdZH7n1eddxNBgATjhB9FMrLy+Xz+eRyuRQIBGSapsLhsEpLS+V2u1VVVRX3tZWVlbLb7XFbtjidTgWDQVVUVKi0tFSbNm1SIBCQ1+tVUVGRpJ7e5IP1JS8oKJCkYbVeGc3nAs6383CLPvyT59RyqkuuC/N178dWa3oGAToAWGkJfdEBAEgKa1YUKvh3N+lza5YqIy1FT+5u1O3ffkJfe2Sn2jtp8QIAE8UW4V6gMREIBGQYhux2u9auXTvoJJ7DYRiGDMNQOByW3W5XSUlJbBLQoaiurh72a6LG8nO1tLQoLy9Px48fV25u7ojXg+Sx58gJvb/6L2o80anLFuTpl5+4SrnT0q0uCwCmvK/+fod++vQ+feL6Iv3TO1ZaXc6QcBwBIB72D5gq9jW26V9+v0OP7ToqqWdC0i+/Y6XetqpQNpvN4uoAIDkN9TiCEB0ThoPbqWVfY5vWVv1FR1o7tOqCXP3mE1crL4sAHQASwa+f269//J9XdPOy2frZXVdaXc6QcBwBIB72D5hKIpGIgq826Ku/f1UHzJOSpJuXzda/vHOVFs/Ktrg6AEg+Qz2OoJ0LgDFX39SuD25+VkdaO7SsMEe//PhVBOgAkECWzsmRRDsXAACSjc1m022r5ir0+Zv0N7csUUZqih7bdVS3fesJffNPu3Tq9BmrSwSASYkQHcCYOmie1Ad//KwOHj+l4tnZ+tUnrlJBdobVZQEAeon2RH+z+ST9VAEASELTM1L1xbct08P33KAbls5S55lufffRPXJ/83GFXm2wujwAmHQI0QGMmSMtp3Tnj59TfdNJLZ6Zpd+sv1qzczKtLgsAcJ6C7IzYBU7jaJvF1QAAgJFyzJ6hX9x9pX50p1Pz8qbpzeaT+sQvavTxn23TG8farS4PACYNQnQAY+Joa4c++OPntLexTQvyp+s3669WYe40q8sCAMQRHY1OSxcAAJKbzWbTHZfM09Yv3KRP3lSstBSbtu48otJvPa7vhHbT4gUAxgAhOoBRq29ql+e/ntGeIyc0L2+a7lt/tS6wT7e6LADAAKIh+u4jrRZXAgAAxkJWRpr+/o7levieG3Rt8Ux1dHXrW6HX9bZvP6E/7zpidXkAkNQI0QGMyqsHW/TeHz2jfcfatSB/uu5bf7UWFmRZXRYAYBBLZjMSHQCAyWjJnBz9+hNX6XsfuEKFuZnaf6xdd/10mz7x82383QeAESJEBzBizxnHtK7qLzra2qHlc3P0wKeu1eJZ2VaXBQAYgqWFhOgAAExWNptN77zsAm39ws0qv9GhtBSbQq8d0du+/YS+/OArajzRYXWJAJBUCNEBjMgjOw7rw/c+r9aOLl1ZVKD7K67RHHqgA0DSiLZz2XesXZ1d3RZXAwAAxsOMzDT9w9tX6OF7bpB7xRyd6Y7ol8/u181fe0w/+PMeneykXzoADAUhOoBh++3zb+hTv6pVZ1e3bltZqF/cfaXypqdbXRYAYBjm5k7TjMw0nemOaP+xNqvLAQAA42jJnBz9+KOrdd/6q3XJ/Dyd6OjS1x7ZpVu+/pgCtW/qTHfE6hIBIKERogMYskgkoh/8eY/+/oGX1R2R1pUs1A/vdGpaeqrVpQEAhslms6l4Di1dAACYSq4pnqn//cx1+s77L9d8+3QdbjmlL/pf1Du+95Se2t1odXkAkLAI0QEMSXd3RF/9/av62iO7JEmfuaVY//m+S5SWym4EAJJVdHLR3YToAABMGSkpNr3r8vna+oWbtOGO5cqZlqbXDrXoQz95Th+993ntOtxqdYkAkHBIvwAMqrOrW/fcv10/e2afJOkr71ypL71tuWw2m7WFAQBGZQkj0QEAmLKmpaeq4qZiPfGlW3TXdYuVlmLT468f1R3feULewEtqaDlldYkAkDAI0QEMqK2jSx//+Tb97sWDSkux6Tvvv1x3XVdkdVkAgDGwlBAdAIApLz87Q1955yqFPn+T3n7JXHVHpPtr6nXz1x7Tt4Kvq62jy+oSAcByhOgA4mpq69QHf/ycntzdqKyMVP3kY6v1rsvnW10WAGCMREei1x09wYRiAABMcYtnZeuHd7r035+6Rs5Fdp08fUbf2bpbN3/9Md33/BvqOtNtdYkAYBlCdAD9qm9qV9l/PaMX603lZ6XrN+uv1k0Xzba6LADAGFpYkKWMtBR1dHXrQPNJq8sBAAAJwHVhgf77U9fqh3c6deHMLB1t7dCGB17WHd95Uo/ubFAkwoV3AFMPITqAPp7a3ah3fv8pGUfbNN8+Xf5PXqvLF9qtLgsAMMZSU2xyzMqWJO05yiRiAACgh81m09svmafg392kf37HStmz0rX7yAnd/bMa3fnj5/TKgeNWlwgAE4oQHUBMJBJR9RN1+si9z8lsP61LF+Qp8KlrYrf7AwAmn+g+fncDfdEBAMC5MtJSdPf1RXr8S7eo4iaHMtJS9EzdMb3je0/p8/dv1wGTO9kATA2E6AAkSe2dXfrsfS/oP/6wU90RyeNaoC0V12he3nSrSwMAjKMlTC4KAAAGkTc9XRvuWKFHv3CT3n35BZKkB144oFu+/ph8D+9Uy6nTFlcIAOOLEB2A9h9r03t/+Iz+76VDSkux6V/ftUqbyi7VtPRUq0sDAIyzpXNyJEl7jhKiAwCAgS3Iz9K333+Ffvc31+mqogJ1dnXrR4/V6eavPaafP7NPp5l8FMAkRYgOTHGPv35Uf/39p7XzcKtmzcjUfeVX68PXLJbNZrO6NADABIiNRG84wURhAABgSC5dYNdvy6/Wjz9SouLZ2Wpq69RXfrdDt33rCT34wgGd6eaYAsDkQogOTFGRSEQ/fGyPPvbT53X85Gldsciu//vs9Vq9uMDq0gAAE2jxrCyl2KTWji4dae2wuhwAAJAkbDab3CsL9cg9N+rf3n2xZs3I0N7GNt1z/3aVfvNx/c8Lb6qLkekAJglCdGAKauvo0md+E9amh3cpEpE+cOVC/bb8as3Nm2Z1aQCACZaZlqrFM7Ml0RcdAAAMX1pqij509YV67Eu36EtvWyZ7VrqMxjb93f0v6rZvPUGYDmBSIEQHppi9jW16zw+f1h9ePqz0VJv+4z2XaON7L1VmGv3PAWCqKj7b0mV3Q6vFlQAAgGQ1IzNNn7lliZ7y3qrK25cpv1eYXvqtJ/RAmDAdQPIiRAemkEd3Nuivv/+UXm84oTk5mfpt+TX64FWLrC4LAGCxWF90JhcFAACjNCMzTZ++eYme7BWm721s0+e3EKYDSF6E6MAU0NnVrU0P79THf16j1lNdKrkwX//32evlujDf6tIAAAlgaTREp50LAAAYI73DdO/ty88J093ffFz/XUuYDiB5EKIDk9zOwy161w+e1g8fq1MkIn3o6kX6zfqrNSeX/ucAgB5LCNEBAMA4mZGZpk/dXKynvLfq7+9YroLsDO071q4v+AnTASQPQnRgkjrTHVHV43X66+89rdcOtaggO0P/9SGn/u3dlygjjV99AMBbimf3hOiNJzpltndaXA0AAJiMsjPT9MmbivVk5S39hukBwnQACYwkDZiE3jjWrvdX/0Ub/7hTnWe65V4xR4/cc6Nuv3ie1aUBABJQdmaaLsjruUOJ0egAAGA89Q7TN/QK07/of1Frvvm4/DX1hOkAEg4hOjCJRCIR/fb5N3THd57Qtn3Nys5I1ab3XarNHynR7JxMq8sDACSwJYU5kqTdhOgAAGACZGemqeK8MH3/sXZ9KfASYTqAhEOIDkwSR1pP6eM/r9HfP/Cy2jrP6MqiAj18z41au3qhbDab1eUBABLcktn0RQcAABMvGqY/5b1F//D25ZrZK0y/9RuPa0tNvU4TpgOwWJrVBQAYvT+8fEj/+D8vq7n9tDJSU/Slty3Tx68vUkoK4TkAYGiYXBQAAFgpKyNN5TcW60NXX6hfPbtfVY8beqOpXZWBl/T9R/fob25dovdcMV/pqYwHBTDxCNGBJHa8/bS+8rtX9OD2g5KklfNy9a11l2vZ3ByLKwMAJJulhYToAADAer3D9F8/+4aqnqiLhenfe3S3PnvLUr3HSZgOYGIRogNJKBKJaOtrR/RPD76iwy2nlGKTPn3zEv3tmqXKSONAAgAwfNF2LgfMk2rr6FJ2JoeJAADAOlkZaVp/o0N3Xr0oFqbXN51U5X+/pG8Ed+kj1yzWB69cpPzsDKtLBTAFcHYEJJm6oyf0/37/qh5//agkqWhWtr6x9jI5F+VbXBkAIJnlZ2doZnaGjrV1qu7oCV26wG51SQAAALEw/UNXX6hfP7dfVU8Yamjp0Nce2aXvbt2t9zoX6O7rFmtpIXdkAxg/hOhAkjjR0aXvbd2te5/eq9NnIkpPtenj1zv0t2uWKCuDX2UAwOgtmTNDx/Y2ac8RQnQAAJBYpmek6hM3OPSRaxbroZcP6idP7dUrB1p03/Nv6L7n39ANS2fp7uuLdNPS2cwPBmDMkbwBCa67O6IHtx/Qxj/u1NHWDknSLctm65/fuUpFs7Itrg4AMJksmTNDz50N0QEAABJRRlqK3nPFAr378vnatq9Z9z61V3969bCe3N2oJ3c3yjE7W3ddV6T3Oecz4AzAmGFvAiSwl988rq/87hWF3zAlSYtnZumf37lSty4vtLYwAMCktGROT1/03YToAAAgwdlsNl1ZVKAriwpU39Sunz+zT/dvq5dxtE1ffvAVfe3hnfrAVYv0kWsWa759utXlAkhyhOhAAjp2okNf/9Mu/XZbvSIRKSsjVZ+9danuvn6xMtNSrS4PADBJLZ3T00u0jhAdAAAkkYUFWfqnd6zUPaUXKVBTr58+s0/7j7Wr6nFDP35yr26/eK7uvq5IrguZSwzAyBCiAwmk60y3fvXsfn0z+LpaTnVJkt51+QXacMcKzc2bZnF1AIDJLjoSfX9Tuzq6znDhFgAAJJUZmWn62HVF+vA1i/XnnUd079N79UzdMT300iE99NIhXb7QrruvL9IdF89VemqK1eUCSCKE6EACiEQiemzXUf3nH3dqV0OrJGnlvFx99V2rtHpxgcXVAQCmisLcTM3ITNOJji7ta2zXsrk5VpcEAAAwbKkpNrlXFsq9slCvHWrRT5/eqwe3H9T2elN/e98Lmps7TR+59kJ9YPUi5WdnWF0ugCRAiA5YKBKJaOtrR/TdR3frpTePS5LsWen64m3L9IErFymVGcUBABPIZrNpyZwZ2l5vas+RE4ToAAAg6a2Yl6tNZZep8vbl+s1zb+gXf9mvwy2ntOnhXfru1t16r3OB7rp2sZYWctwDID5CdMACkUhEf3q1Qd/duls7DrZIkqanp+rD11yoT99cLHsWV8IBANboHaIDAABMFrNmZOpv1yxVxU0O/d+Lh3Tv03u142CLfvPcG/rNc2/oxotm6+7rFuvGpbOVwoA2AOchRAcmUHd3RI/sOKzvPrpHrx3qCc+zMlL1kWsW6xM3FGnWjEyLKwQATHXRvui7j7RaXAkAAMDYy0xL1ftcC/Re53w9v7dJ9z69V396tUFPvH5UT7x+VMWzs3XXdUV6r3O+sjKIzQD0YG8ATIDu7oj+8MohfW/rnljP8xmZafrotRfq49c7VEAPNgBAglh6NkRnJDoAAJjMbDabrnLM1FWOmXrjWLt+/pd9un9bveqOtumfHnxF//nHnXrHpfNU5log14X5stkYnQ5MZYTowDg60x3RQy8f0ve27tbus2FETmaa7rpuse6+voi2LQCAhBMdiW40tulMd4T5OQAAwKS3aGaWvvyOlbrHvVSB2jf1s2f2af+xdv12W71+u61ei2dmqcy1QO9xLtB8+3SrywVgAUJ0YBy0d3bpf7cf1I+fNFR3tE2SlDstTXdfX6S7ri1SXla6xRUCANC/BflZykhLUWdXt+qb2rV4VrbVJQEAAEyInGnpuuu6In30msXatq9Jgdo39dDLh7TvWLu+/qfX9Y3g67q2eKbKXAt0+6p5mp6RanXJACYIITowhnY3tOpXz+7XA+EDau3okiTlTU/XJ64v0kevW6zcaYTnAIDElppiU/HsGXrtUIv2HDlBiA4AAKaclJS3Wr38y1+v0sOvHFag9k39xTimp/f0fH05c4f+6pJ5KitZoBLavQCTHiE6MEqdXd16eMdh/erZ/Xp+b1Ps8cUzs3TnVRfq/VcuVA7hOQAgiSyZczZEP3pCbhVaXQ4AAIBlsjPT9D7XAr3PtUD1Te16IHxAgXC96ptO6v6aet1f09Pu5X3OBXqvi3YvwGRFiA6M0JvN7brv+Td0/7Z6NZ7olNQzes+9Yo4+dPWFuq54llLoIwsASEJLZvf0Rd95qMXiSgAAABLHwoIsfc69VJ+9dUmfdi/fCL6ub4Zo9wJMVoTowDCc6Y7oideP6lfP7teju44oEul5vDA3U+9fvUjvv3Kh5uVx1RkAkNxKFudLkp7c3cjkogAAAOeh3Qsw9RCiA0PwekOr/u+lQ3og/KbebD4Ze/z6JbP0oasXac2KQqWnplhYIQAAY+fKogLlTEvTsbZOba835bow3+qSAAAAEhLtXoCpgRAdiGP32eD8oZcPac+RE7HH86anq8y1QHdetUiOs7e7AwAwmaSnpujmZXP0+xcPKvhqAyE6AADAENDuBZi8bJFItCEFML5aWlqUl5en48ePKzc31+py+rXnSE9w/oeXD+n1hreC84zUFN140Wy949J5uv3iuZqWzh86AMDk9r/bD+hzv92uJXNmKPT5m6wuJymOIwBYg/0DgETW1tF1TruXqBmZabrj4rm645K5urZ4FjkDYJGhHkcwEh1T3p4jJ/TQ2eB8V0Nr7PH0VJtuXDpbf3XpPLlXFip3WrqFVQIAMLFuXjZHaSk27TlyQnsb21Q0K9vqkgAAAJLOQO1e/LVvyl/7prIzUnXz8jl626q5unnZbPIHIAERomPK6DrTrQPmSRlH22Q0tmlv4wnV7GvWzsPnBufXL5mlv7r0ApWuLFTedP5wAQCmprzp6brKUaCn9xzT1tca9IkbHFaXBAAAkNR6t3t5fl+THnrpkP706mE1tHTooZcO6aGXDik91aZri2fptlWFKl1ZqDk506wuG4Bo54IJNBG3WUYiER1r69TexjYZR0/IaGyTcbRNexvbtP9Ym06f6bu5p6XYdP3SWfqrS+bptpVzlZdFcA4AgCT99Om9+urvX9VVRQW6v+IaS2uhXQOAeNg/AEhm3d0RvfimqT+92qBHdhyWcbQt9pzNJjkX5eu2lYV626q5WsydgcCYG+pxBCE6Jsx4H9yu/0WNnjOOqeVUV9xlMtNSVDQrW0WzsuWYna2lc3J087LZsmdljHk9AAAku/qmdt2w6c9KTbGp5h/dys+27u8lIRkwcTZt2qRt27bJ4XDINE1JktfrlcMxNnekjPX62T8AmEz2HGnVIzsa9Kcdh/Xim8fPeW5ZYY7etqpQt62aq1UX5Mpms1lUJTB50BMdU05bR5daTnXJZpPm26eraFa2imfPiAXmRbOydUHedKWk8EcGAIChWFiQpeVzc7TzcKsee/2I3nPFAqtLAjCOTNOUy+WS1+uV3++PPR4Oh+VyubR161Y5nc6EXT8ATAZL5uRoyZwcfeaWJTp0/KSCZ0eoP2s0aVdDq3Y1tOq7j+7RfPt03baqULetnKvVi/OVlppidenApMZIdEyY8R4h8sqB40pPTdGFM7OY1RoAgDHy9Ud26ft/3qO/umSefnCndeEWI02B8edyuVRSUqKqqqo+z1VXV8vr9Wrv3r2y2+0JtX72DwCmArO9U4/uPKJHdhzW468f1anT3bHn8rPS5V7RM0L9hqWzyESAYaCdCxIOB7cAACSf7fWm3v2DpzUjM021X3YrM82akzKOI4DxFQgE5PF4VFdXF7etSn5+vtauXdtvCG7l+tk/AJhqTnae0ZO7j+qRHQ3aurNBZvvp2HNZGam66aLZum1VoW5dXqi86cz7BgyEEB0Jh4NbAACST3d3RFdt3KqjrR36xd1X6saLZltSB8cRwPhyuVwyTVN1dXVxl/F4PAoEAhrJKeR4rp/9A4CprOtMt57f16Q/ne2jfvD4qdhzaSk2XVM8UzddNFvXFs/S8rk5tLgFzjPU4wgaJgEAACCulBSb3CvmSJJCrzVYXA2A8WCapsLh8KATe0afDwQCCbV+AJjK0lJTdG3xLP3LX6/S039/q37/N9frb25ZoqVzZqirO6Indzfq3x56TW//7pMq+feQPvObsH7z3Bvaf6xtRBdFgamKiUUBAAAwoNKVhbrv+XqFXm3QV/96lWw2RjABk0koFJKkQUPu4uJiSdK2bdtUVlaWMOsHAPSw2Wy6ZEGeLlmQpy++bZmMoye09bUjerquUc/vbVJTW6ceeumQHnrpkCRpvn26rlsyU9ctmaVrimdqTs40iz8BkLgI0QEAADCga4tnaXp6qg4eP6UdB1t08fw8q0sCMIYMw5D0VogdTzQED4fDCbV+AED/HLNnyDF7htbf6FBnV7defNPU03sa9cyeY3qhvlkHzJPaUvOmttS8KUm6qHCGri2epeuWzNJVjgLlTqOfOhBFiD4GNm3apG3btsnhcMg0TUmS1+sddKTFUJimKa/XK8Mw1NTUJKnn4HLDhg1yOp1DWkc4HNbGjRsVDodjM92vW7dOlZWVI67JMIwhvz8AAEhu09JTdcPSWfrTqw0KvdZAiA5MMtE+5dFzhXgKCgokKXZekijrBwAMLiMtRasXF2j14gLd45baO7v0/N4mPVN3TE/vadSrh1r0esMJvd5wQj97Zp9SbNKlC+w9I9WLZ8l5Yb6mpVszwTyQCAjRR8E0TblcLnm9Xvn9/tjj4XBYLpdLW7duHVXQHAgEtHHjRvl8Prnd7tjjXq9XLpdLlZWV8vl8A67D6/UqEAioqqrqnHVs2rRJFRUVqqqq6vOa4uJiORwOeTwelZSUyOFwqKmpSeFwWMFgUNXV1QoGgyP+XAAAIPm4VxbGQvR73BdZXQ4AC0UHDiXr+gEAUlZGmm5eNkc3L+uZ+6a5rVN/MXoC9WfqjmlvY5u215vaXm/qB3+uU2ZaikoW58dGql8yP0+pTFKKKYQQfRTWrFkjt9ut8vLycx53Op3y+Xxas2aN9u7dO+iIi/6Ew2FVVVWptra2z3M+n0+GYWjTpk0qLi7u8/5RFRUVqqmpUW1tbZ8a3G63qqqqZJpmn+eamppkGEasd2FvdrtdtbW1jEIHAGCKuXX5HNls0isHWnTo+EnNy5tudUkAxshwR34n2vIAgNHLz87Q2y+Zp7dfMk+SdMA8ebb1S6Oerjumo60denrPMT2955i+9sgu5UxL09WOmbquuKen+pI5M5g3B5MaIfoIBQIBhcPhc0ag91ZeXi6v1yuv19vvaO/BbNy4ccDXrVu3ToFAQF6vt98Qvbq6WtXV1aqrq+s3xHe5XJKkmpqac0aoSz3tYhwOh8LhsAzDkN1ul8PhGFULGAAAkNxmzciUc1G+avc3K/TaEX346gutLgnAGBnqyO/oecVwR4qP9fo7OjrU0dER+3dLS8uw6gEADG6+fbrWlizU2pKFikQi2nPkhJ4+G6g/axxT66kuBV9tUPDVBknSzOwMXbbQrisW2nX5IrsuW2inpzomFUL0Edq4cWMsbI7H7Xarurp6RCF6KBQasCVM9LFof/LedUT7qJeXl8etz+12yzAMlZSU9HmuoKAg7sUBAAAwdblXFPaE6K82EKIDU1A03B7JnbZjuf6NGzfqq1/96rjUAADoy2azaWlhjpYW5uhj1xWp60y3XjnYcrb1S6Nq9jXrWFunHt15RI/uPBJ73ZI5M3T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      "text/plain": [
       "<Figure size 1500x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "figsize = (15, 6)\n",
    "fig, (ax1, ax2) = plt.subplots(1, 2, figsize=figsize)\n",
    "\n",
    "\n",
    "x = Tlist.copy()\n",
    "dx = x[1] - x[0]\n",
    "fx = np.array(list(map(lambda t: TB(t, P), x)))\n",
    "dydx = np.gradient(fx, dx)\n",
    "ax2.plot(x, dydx)\n",
    "ax2.set_xlabel('$T$', labelpad=20, fontsize=fontsize)\n",
    "ax2.set_ylabel('$\\\\partial TB/\\\\partial T$', labelpad=20, fontsize=fontsize)\n",
    "ax2.tick_params(axis='both', labelsize=fontsizeticks)\n",
    "\n",
    "x = Plist.copy()\n",
    "dx = x[1] - x[0]\n",
    "fx = np.array(list(map(lambda p: TB(T, p), x)))\n",
    "dydx = np.gradient(fx, dx)\n",
    "ax1.plot(x, dydx)\n",
    "ax1.set_xlabel('$P$', labelpad=20, fontsize=fontsize)\n",
    "ax1.set_ylabel('$\\\\partial TB/\\\\partial P$', labelpad=20, fontsize=fontsize)\n",
    "ax1.tick_params(axis='both', labelsize=fontsizeticks)\n",
    "plt.tight_layout()\n",
    "plt.subplots_adjust(wspace=0.5)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1500x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (ax1, ax2) = plt.subplots(1, 2, figsize=figsize)\n",
    "\n",
    "x = Tlist.copy()\n",
    "dx = x[1] - x[0]\n",
    "fx = np.array(list(map(lambda t: BC(t, P), x)))\n",
    "dydx = np.gradient(fx, dx)\n",
    "ax2.plot(x, dydx)\n",
    "ax2.set_xlabel('$T$', labelpad=20, fontsize=fontsize)\n",
    "ax2.set_ylabel('$\\\\partial BC/\\\\partial T$', labelpad=20, fontsize=fontsize)\n",
    "ax2.tick_params(axis='both', labelsize=fontsizeticks)\n",
    "\n",
    "x = Plist.copy()\n",
    "dx = x[1] - x[0]\n",
    "fx = np.array(list(map(lambda p: BC(T, p), x)))\n",
    "dydx = np.gradient(fx, dx)\n",
    "ax1.plot(x, dydx)\n",
    "ax1.set_xlabel('$P$', labelpad=20, fontsize=fontsize)\n",
    "ax1.set_ylabel('$\\\\partial BC/\\\\partial P$', labelpad=20, fontsize=fontsize)\n",
    "ax1.tick_params(axis='both', labelsize=fontsizeticks)\n",
    "plt.tight_layout()\n",
    "plt.subplots_adjust(wspace=0.5)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1500x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (ax1, ax2) = plt.subplots(1, 2, figsize=figsize)\n",
    "\n",
    "x = Tlist.copy()\n",
    "dx = x[1] - x[0]\n",
    "fx = np.array(list(map(lambda t: TC(t, P), x)))\n",
    "dydx = np.gradient(fx, dx)\n",
    "ax2.plot(x, dydx)\n",
    "ax2.set_xlabel('$T$', labelpad=20, fontsize=fontsize)\n",
    "ax2.set_ylabel('$\\\\partial TC/\\\\partial T$', labelpad=20, fontsize=fontsize)\n",
    "ax2.tick_params(axis='both', labelsize=fontsizeticks)\n",
    "\n",
    "x = Plist.copy()\n",
    "dx = x[1] - x[0]\n",
    "fx = np.array(list(map(lambda p: TC(T, p), x)))\n",
    "dydx = np.gradient(fx, dx)\n",
    "ax1.plot(x, dydx)\n",
    "ax1.set_xlabel('$P$', labelpad=20, fontsize=fontsize)\n",
    "ax1.set_ylabel('$\\\\partial TC/\\\\partial P$', labelpad=20, fontsize=fontsize)\n",
    "ax1.tick_params(axis='both', labelsize=fontsizeticks)\n",
    "plt.tight_layout()\n",
    "plt.subplots_adjust(wspace=0.5)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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wGgAAMNQoogMAAAwTj66rl88vXTF3ks6fkWx0HADACXMmjlPm5HHq9Pn16ocHjY4DAACGGEV0AACAYaDpeIeeqNohSVp5FV3oABBtss+bKkl6aTMjXQAAiDUU0QEAAIaBP72zQ0fbu3TO1Am6at4ko+MAAD4h+8Rc9LVbD6jL5zc4DQAAGEoU0QEAAKJce6dPj62rlyTdcWWGTCaTsYEAAKexzUlV8ugENR7r0PqdjUbHAQAAQyjB6AAAAADo27Pv79G+5lZNnpCkmxbOMDoOgChSXFysqqoqWSwWeb1eSZLD4ZDFMvRjnyorK2W326MyWzRIiI/TNedM0V837NGazQdkm5NmdCQAADBEKKIDAABEMb/fr9JXt0mSbrssXUkJ8QYnAhANvF6vbDabHA6HysvLe+53u92y2Wxas2aNrFbrkL1fQUGBKisrVVdXF3XZokn2ed1F9Je2HFDhp841Og4AABgijHMBAACIYm/UHdbmvc0aMypeX7p4ttFxAESJ7Oxs2e125efnn3K/1WqV0+lUdnZ2T/d3qLxer1wulzIzM1VaWhpV2aLV1WdPVpxJ2rKvRbsajxkdBwAADBGK6AAAAFFs9WseSdKyrLNkHptocBoA0cDlcsntdsvhcJzx8UDxurfH++P1epWamqrs7GxVVVWpoqIiarJFO/PYRGWdGOOydssBg9MAAIChQhEdAAAgSn24v0Uvbz0ok0n6+hUZRscBECVWrVoli8XS52xxu90eVPf4ycxmsxobG1VTUyOn0xnUDPNwZxsOlp43RZK0hiI6AAAxgyI6AABAlHroRBf69edP05yJ4wxOAyAaeL1eud3ufgvbgcddLlckYkmK7myRlH1udxH9jbrDOtbeaXAaAAAwFCiiAwAARKEDLa165t09kqSVVw28CxRAbKusrJSkfgvVmZmZkqSqqqqwZwqI5myRNHfKeM1KG6P2Tp9e/+iQ0XEAAMAQoIgOAAAQhf7w5na1d/lknW2WbU6q0XEARAmPp/sbKoFCdG8ChWy32x32TAHRnC2STCaTss+dKkl6iZEuAADEBIroAAAAUeZYe6f+8NZ2SdLKK+lCB/Cxuro6Sd1zy/uSltZ9uGVDQ0O4I/WI5myRtvTESJeXthyQz+c3OA0AABgsiugAAABR5smaXfIe69DstLG6bv40o+MAGMa8Xq/REXoVzdkG62JLmsYlxutAS5s27Wk2Og4AABgkiugAAABRpMvn18Ovb5Mk3XFFhuLjTAYnAhBNgu3ejmS3dzRni7SkhHhdOW+yJGnNlv0GpwEAAINFER0AACCKVHywX/WHjyllzCjlZZ1ldBwAUWag3duBkSqR7PYe6mxtbW1qbm4+5TacLD3v45EuAABgeKOIDgAAEEUeeq37YL4vXTxbYxMTDE4DYLgKFKj7m09uhIFmW7VqlVJSUnpus2bNCn+4IXTtOd1F9Pd2NelAc6vBaQAAwGBQRAcAAIgS7h2Nqt7eqFHxJt12WbrRcQBEoWCL4oFDPCNhqLMVFRWpqamp57Zz585BpIu8yROSdNEssyRp7Va60QEAGM4oogMAAESJB16ukyTdvHCmpiSPNjgNABgrKSlJycnJp9yGm+xzu7vR12ymiA4AwHBGER0AACAKfLi/RRUf7JfJJBVcnWl0HABRKtC93d888cChnZEc5xLN2Yyy9EQR/bWPDqm1o8vgNAAAIFQU0QEAAKLAg690d6Fff/40zZ0y3uA0AKKVzWaTJNXV1fX5PI+n+3yFrKyssGcKiOZsRpk/I1lTk5N0vKNLb3kOGx0HAACEiCI6AACAwXY1HtNf1++RJN11DV3oAHoXKDwHurl7E+gGz8yM3GdKNGczislk0tJzp0qSXtrCSBcAAIYriugAAAAGW/2qR50+vy6fO7HnEDoAOBOr1Srp427u3gS6wXNzc8OeKSCasxnp5Lnofr/f4DQAACAUFNEBAAAMdOhIm/5ctVOS9M1r5hqcBsBwkJ+fL7fb3efs8bKyMlmtVlksljM+7na7ozZbrLl87iQlJcRpt/e4Ptx/xOg4AAAgBBTRAQAADPTYunq1dfp00VkpuixzotFxAAwDTqdTUncx+kwCRezA8z7JZrP13KItWywakxivy+dOkiSt2bLf4DQAACAUFNEBAAAM0tLaod+9WS+pexa6yWQyNhCAYcFsNqukpEQOh+OMHd8rV65Ufn6+7Hb7GV8f6EIfaDd6ZWWlpO4xLf2Nahlstli19MRIl5c2MxcdAIDhiCI6AACAQf7v7R1qae1U5uRxuu78aUbHATCM5Ofny+l0ymazyeVyyev1yu12KycnR3a7XSUlJb2+trCwUGazWYWFhb0+x2azKTMzU6mpqcrJyem5P3BfZmam8vLyhjxbrAoU0d07GtVwtN3gNAAAIFgmPyebIAjNzc1KSUlRU1OTkpOTjY4DAMCw1drRpSuL1+pgS5vuy71QeVmzjI5kGPYXwOC4XC55PB6ZzWYtW7ZMZrPZ6Eg9hjLbcP+s+PQvXtPmvc362fKL9PlFZxkdBwAAaOD7i4QIZgIAAMAJT7p36WBLm2akjNZNC2caHQfAMJabm2t0hF5Fc7ZIyz53ijbvbdaazQcoogMAMMwwzgUAACDCOrt8Knmle67wnVdalJjAlgwAYt3S87pHurzy4UF1dPkMTgMAAILBFRsAAECEPbdxn3Y0HFPq2FFasWTkjnEBgJHkorPMmjguUS2tnaqqbzA6DgAACALjXIZAcXGxqqqqZLFYek6gdzgcslgshq9fXFysJ554ouf3WVlZcjqdUTUnEQCAkcTv9+uBl+skSbdfnqGxiWzHAGAkiI8z6ZpzpuhJ9y69tPmALsucZHQkAAAwQHSiD4LX61VmZqbMZrPKy8vldDpVUlKigoIC2Ww2ud1uw9b3eDzKzMxUXV2dampqem6ZmZnKyMgYdDYAABCal7ce1Oa9zRqXGK+vXjrH6DgAgAjKPjHS5aUtBwxOAgAAgkERfRCys7Nlt9uVn59/yv1Wq1VOp1PZ2dk9neORXN/r9cpms8lqtaqkpOSUxwoLC7Vs2TJlZ2eHnAsAAIQu0IX+xYtnyzw20eA0AIBIunLeJI2KN8lz6Kg8B48YHQcAAAwQRfQQuVwuud1uORyOMz4eKHz39ng411+5cqW8Xq+cTucZX+twOOT1ekPOBgAAQlNd36B36huUGB+nO68cmrFvAIDhY8LoUVqSkSZJer32kMFpAADAQFFED9GqVatksVj6nEtut9tVWloa0fW9Xq9cLpesVmuvrw2sG2o2AAAQmt+e6EK/xTpTU5NHG5wGAGAE6+xUSdLG3U0GJwEAAANFET0EXq9Xbre734M9A4+7XK6IrV9WVnbKY72xWq3yer2qrKwMKhsAAAjN5r3NemnLAcWZpIKrM42OAwAwyPwZKZKkjbubDU4CAAAGiiJ6CAKF5/4K1ZmZ3RfIVVVVEVu/pqZGkpSWltbnawNrc8AoAACR8eAr3V3on75gujImjTM4DQDAKAtmJkuSPjrQorbOLoPTAACAgaCIHgKPxyPp4yJ2b0ItVA9m/cBrzWZzn68NtcAPAACCt+PwMf1twx5J0l10oQPAiDbTPEbmsaPU0eXXR/s5XBQAgOGAInoI6uq6O8n6K1QHusEbGhoitn5/r/mkQNEdAACET+lrdfL5pavOnqwFM1OMjgMAMJDJZNKCnpEuzEUHAGA4oIgeAV6vN2LrB7rT+3vPwOPhzgYAwEh3oKVVZdW7JEnfvIYudACANP/ESJeNeyiiAwAwHFBED0GwneWRfP7ixYsH9JrDhw+H9F4AACA4j7xer/ZOn6yzzbo4o+8zSwAAI8MCDhcFAGBYSTA6wHA00O7twGiVYLu9B7O+3W6X9PHhpL0JPN7fe7W1tamtra3n983NbPIAABio5tYOPf7WdknSXdfMlclkMjgRACAaBEZ7bd7brM4unxLi6W8DACCa8Td1GAUK1MHOKR/M+mazWYWFhfJ4PL0WyD0eT8889f6yrVq1SikpKT23WbNmDUFyAABGhj+8uV0tbZ06e+p4ZZ87xeg4AIAoMSdtrMYnJait06e6g0eNjgMAAPpBET0EwRbFAwXrSK1fVFQks9ksh8Nxxue7XC4VFBQMKFtRUZGampp6bjt37gwqGwAAI9WRtk6tfq37AO9vXjNXcXF0oQMAusXFmXT+jBNz0TlcFACAqEcRPQaZzWbV1NSosrJSxcXFpzxWXFwsu93eMws9cBBpb5KSkpScnHzKDQAA9O8Pb26X91iHLJPG6XMXzTA6DgAgyvTMRedwUQAAoh4z0UMQ6N7ub554oFAdamf5YNa3WCyqq6tTaWmpCgoKZDablZmZqfz8fJnN5p6Z6FarNahsAACgf0dP6kL/1rVzFU8XOgDgExbM7G5Q2sThogAARD2K6CGw2WySpLq6uj6f5/F0XzxnZWUZtn5+fv4Z7w+snZOTE1Q2AADQv8ff3q6Go+1KnzhWNy2kCx0AcLr5JzrRN+1pks/nZ+wXAABRjHEuIQgUrQOd4L0JdJJnZmZG1fqSVFlZKbPZLLvdHvRrAQBA7463d6n01Y+70BPi2W4BAE6XOXmckhLidLS9S/WHOVwUAIBoxlVdCAIjUAKd4L0JdHvn5uZG1foej0cej6fXLnUAABC6x9/erkNH2jUrbYxuXjTT6DgAgCiVEB+n86afOFx0DyNdAACIZhTRQ5Sfny+3293n3PKysjJZrdZeD+90u91hWT8nJ0c2m63X15aUlEiSioqKel0bAAAEr7WjSyUnutD/6dq5GkUXOgCgDx/PRedwUQAAohlXdiFyOp2SugvZZxIogAee90k2m63nNtTrV1ZWyu12n3EcjMfjUXFxsUpKSoI+8BQAAPTt/97eoYMtbZppHqPPLzrL6DgAgCi34MRc9I17KKIDABDNKKKHyGw2q6SkRA6H44wd3ytXrlR+fn6vM8cDXei9daMPZn2r1aqKiorTOtQ9Ho9ycnJUWFjIKBcAAIZYa0eXHnyle9Tat66dq8QEtlkAgL4tmBk4XLRZfr/f4DQAAKA3CUYHGM4ChWibzSan0ym73S6PxyOHwyG73d5rF7okFRYWqrS0tM9idqjrl5eXKy8vT3a7XZmZmfJ6vaqqqlJlZaVWr14d9Ax1AADQvyeqdupAS5tmpIxWro0udABA/+ZNHa9R8SZ5j3Vot/e4zkoda3QkAABwBiY//9w9JFwulzwej8xms5YtWzbko1JCWb+yslIej0der1cWi2VIiufNzc1KSUlRU1OTkpOTB70eAACxoK2zS1cXv6x9za368c0L9JVL5hgdaVhhfwFgIGL1s+Izv3xNm/Y068Ev2/SpBdOMjgMAwIgy0P0FnehDJNzd3aGs39soGQAAMLTKqndpX3OrpiWP1rIsutABAAO3YEaKNu1p1qY9TRTRAQCIUgzrBAAAGIT2Tp8eWFsrSbrrmkwlJcQbnAgAMJwsmNnd9bZxN4eLAgAQrSiiAwAADIKrZpf2NLVqyoQkLV88y+g4AIBhZv6Jw0U37mk2OAkAAOgNRXQAAIAQdXT59JsTXejfuDpTo0fRhQ4ACM5505IVZ5IOtrTpQHOr0XEAAMAZUEQHAAAI0VPuXdrtPa5J45P0xYtnGx0HADAMjUmM19wp4yVJG/cw0gUAgGhEER0AACAEHV0+/bqnC91CFzoAIGQLZpwY6bKbkS4AAEQjiugAAAAheObd3drZcFyTxifqSxfPMToOAGAY65mLzuGiAABEJYroAAAAQeo8qQt95ZUWjUmkCx0AELr5M5IlSZs4XBQAgKhEER0AACBIf92wR9sPH1PauER9+RK60AEAg3P+iSL6bu9xNRxtNzgNAAD4JIroAAAAQejy+fXrl7q70O+8MkPjkhIMTgQAGO6SR49S+sSxkqRNHC4KAEDUoYgOAAAQhL+/t0eeQ0dlHjtKX7003eg4AIAY8fFcdEa6AAAQbSiiAwAADFCXz69frvlIknTnFRkaTxc6AGCILJhxoohOJzoAAFGHIjoAAMAAPff+XtUdPKrk0Qn62mXpRscBAMSQBTO756J/wOGiAABEHYroAAAAA9Dl8+vnlR9Kku64wqIJo0cZnAgAEEvmn+hE33boqFpaOwxOAwAATkYRHQAAYACeeXe36g52z0K//Yp0o+MAAGJM2rhEzTSPkUQ3OgAA0YYiOgAAQD/aO336+ZruLvSCqzKVTBc6ACAM5s/oHumykSI6AABRhSI6AABAP8qqd2pnw3FNGp+kr102x+g4AIAYtWBm90iXTbs5XBQAgGhCER0AAKAPrR1d+tVLH0mS/unaTI1NTDA4EQAgVgUOF924hyI6AADRhCI6AABAH/741nbtb27TTPMYfeHi2UbHAQDEsAUnDhetPXBEx9u7DE4DAAACKKIDAAD04mhbp377cp0k6V+y5yopId7gRACAWDYlebQmT0iSzy9t3sdcdAAAogVFdAAAgF48um6bGo62K2PSON1qPcvoOACAEWDBicNFmYsOAED0oIgOAABwBk3HOlTyqkeS9G37PCXEs20CAITf/BMjXTbuphMdAIBowdUgAADAGZS+VqeW1k6dM3WCPnfhDKPjAABGCA4XBQAg+lBEBwAA+IRDR9r06Lp6SdJ3rztbcXEmYwMBAEaMQCf6h/tb1NbJ4aIAAEQDiugAAACf8Nu1dTrW3qWLzkrRdedPNToOAGAEOSt1jFLGjFJHl18f7T9idBwAACCK6AAAAKfY23Rcf3x7uyTpe9edI5OJLnQAQOSYTKaPR7pwuCgAAFGBIjoAAMBJfvVSrdo7fVqSkaYr500yOg4AYARaEDhclLnoAABEBYroAAAAJ+w4fExlVTslSf9GFzoAwCDzZ3YX0TftaTY4CQAAkCiiAwAA9Ph55Yfq9Pl11dmTtSQjzeg4AIARasGM7nEum/c2q7PLZ3AaAABAER0AAEDSR/tb9PT63ZKkf7vubIPTAABGsvSJ4zQuMV6tHT55Dh01Og4AACMeRXQAAABJ/6/iQ/n90vXzp+rCs8xGxwEAjGBxcSbND8xF53BRAAAMRxEdAACMeBt3N+kfG/fJZJK+d905RscBAEDzZ3aPdNm4m7noAAAYjSI6AAAY8e5/cask6aaLZujsqRMMTgMAgLQg0Im+h050AACMRhEdAACMaDXbG7R260HFx5n0bTuz0AEA0WHBzO4i+gd7muXz+Q1OAwDAyEYRHQAAjFh+v1/3vdDdhb4s6yylTxpncCIAALplTh6npIQ4HWnr1PaGY0bHAQBgRKOIDgAARqx1tYf1lqdBifFx+qel84yOAwBAj4T4OJ07PTAXnZEuAAAYiSI6AAAYkfx+v+47MQv9ixfP1kzzGIMTAQBwqgUzThTRmYsOAIChKKIDAIAR6bn392nDTq/GJsbrW9fONToOAACnCcxF37S72eAkAACMbBTRAQDAiNPe6dN9L2yRJOVfZdHkCUkGJwIA4HQLZnQX0TfuaZLfz+GiAAAYJcHoAAAAAJH2p3d2qP7wMU0an6SVV1qMjgMAISsuLlZVVZUsFou8Xq8kyeFwyGIZms+2UNf3er1atWqV3G63GhoaJEkWi0VFRUWyWq1Dkm0kOHvaeCXEmeQ91qHd3uM6K3Ws0ZEAABiRKKIDAIARpaW1Q79Y85Ek6Ts58zQuie0QgOHH6/XKZrPJ4XCovLy853632y2bzaY1a9YMqlg9mPUrKyvldDrlcDjkdDpPee3KlStlt9tPuR+9S0qI19lTJ+iDvc3auLuZIjoAAAZhnAsAABhRSl7xqOFouyyTx2l51iyj4wBASLKzs2W325Wfn3/K/VarVU6nU9nZ2T2d45Fc3+v1yul0qqKiQna7/bTX1tTUqLKyUqWlpSFnG2kWzOw+XHQTh4sCAGAYiugAAGDE2NfUqode90iSHJ86VwnxbIUADD8ul0tut1sOh+OMjwcK3709Hs71HQ6HCgoK+lx/9erV/T4HH+s5XHQPh4sCAGAUrhwBAMCI8fPKD9Xa4VPWnFRdd/5Uo+MAQEhWrVoli8XS51xyu90ecrf3YNavrKzsd4xM4HG32x1SvpFmfuBw0d10ogMAYBSK6AAAYET4cH+Lyqp3SpKKbjhPJpPJ4EQAEDyv1yu3293vwZ6Bx10uV0TX93g8Ay6Om83moLKNVOdNn6A4k3SgpU0HmluNjgMAwIhEER0AAIwIzn9skc8vfWr+NNnmpBodBwBCUllZKUn9FrkzMzMlSVVVVRFd32w2y+Fw9DmPPVBk7+890G1sYoIyJ4+XxEgXAACMQhEdAADEvDfrDmvNlgOKjzOp8FPnGB0HAELm8XSf6xAoYvcmUKAOdmTKYNdftmyZPB6PMjIyen3vlStXyul0BpVrpAvMRWekCwAAxqCIDgAAYprf79e9/9gsSfriktmynOjmA4DhqK6uTlL/o1DS0tIkSQ0NDRFd3+l0ymw2y+v1ymaznXb4aF5eniwWiwoLC4PKNdLNn5EsSdq4hyI6AABGoIgOAABi2rPv79WGXU0alxivf8meZ3QcAIiovsaqhGN9s9msNWvW9BThi4uLlZmZKZfLJZvNJovFovLy8rBmikUfd6IzzgUAACNQRAcAADGrvdOn4ue3SpIKrs7U5AlJBicCgMEJtrPciOdbrVZt27ZNdrtdUveImLy8PBUUFDDGJUTnn+hE3+09rsaj7QanAQBg5KGIDgAAYtbjb2/XjoZjmjwhSXdemWF0HAAYtIF2lgc6wYPtRB+q9c1ms6xWa08hXZIKCgpUXFw84CxtbW1qbm4+5TZSJY8epTkTx0ricFEAAIww6CL6Sy+9pKKiIt1111166KGHRvTGBgAARI/m1g79cs1HkqTv2M/W2MQEgxMBQOQEitv9zTYPx/oej0c2m005OTmqqKhQTU1Nz0GkDodDOTk5A3qPVatWKSUlpec2a9asoYo/LC2YcWKkC3PRAQCIuJCL6E899ZQmTpyonJwcFRcXq7S0VAUFBUpNTdWKFSsopgMAAEOVvFKnxmMdypw8TsuyzjI6DoAhsnz5ct1111366U9/qpdeemnEXXcEWxQPHAAaqfU9Ho9ycnK0evXqni50q9Wquro65efnS5IqKysHVEgvKipSU1NTz23nzp1BZYs182eeOFx0N0V0AAAiLaSWrCeffFLLli2TJPn9/p77TSaT/H6/ysvLVVlZqTVr1uiiiy4amqQAAAADtLfpuB56bZsk6Z5Pn6eEeCbYAbGivLy857pD6i76NjU1yWq1KisrSwUFBVq4cKGxIUewnJwcOZ1OWa3W0x4rKSlRTk6O8vLyVFlZqdLS0p7C+pkkJSUpKYmzLAICneiMcwEAIPJCuqJcuXKl/H6//H6/rFarcnNzZbFYejayfr9fDQ0Nys7O1vbt24c0MAAAQH9+VvGh2jp9WpyeKvt5U4yOAyAMysvL5fP51NDQoK6uLpWVlfVcl8SyQOd3f7PLAwd+htpZHsr6xcXFMpvNys3N7fV1ubm5qqmpkSQOGQ3S/BOHi247dFQtrR0GpwEAYGQJuoi+evVqeb1e5eTkyOfzqbq6WmVlZaqtrZXP51NNTY1WrlwpqXtjNdB5dwAAAENhy75muWp2SZKKbjhPJpPJ4EQAhlp+fr5uvfXWU+7LyMhQdna2kpOTDUoVGTabTZJUV1fX5/M8Ho8kKSsrK2LrP/HEE6ccJNobq9WqwsLCnjUwMBPHJ2lGymhJ0gd0owMAEFFBF9HLy8uVmpqqF1544YyPL1q0SCUlJaqtrdWiRYtUV1en+++/f9BBAQAABsL5jy3y+aUbLpgm6+xUo+MACIOR3KgTKFoHOsF7E+gkz8zMjNj6Ho9nwO+3fPnyU9bBwMyfGThclCI6AACRFHQRvbq6WkVFRf0+z2KxqKamRkuXLtVPfvKTkMIBAAAE4426Q1q79aAS4ky6+/pzjY4DIExifWRLXwKzxvvr4g50kvc1WmWo109LS+u3g/2Tgh03M9J9PBedw0UBAIikoIvoXq/3jIfE9Ka8vFyNjY16+umng30rAACAAfP5/Lr3H1skSV+8eLYyJo0zOBEAhEd+fr7cbnefXdxlZWWyWq29/oOD2+0e8vXtdnuf656suro66AI/pAUzu8cVbdpNJzoAAJEU0sGiwXR+mM1m5efn689//nMobwUAADAgT7+7W+/tatL4pAT9S/Y8o+MACKOR3r0cOJCzrKzsjI8HCuC9Hdxps9l6bkO5vsPhUGVlpVwuV5/5A69dvXp1n8/D6RacGOfy0YEWHW/vMjgNAAAjR0hF9GDl5eUNuCMBAAAgWEfbOuV8vrsL/Z+WztWk8UkGJwIQTiN9jrbZbFZJSYkcDscZ/yxWrlyp/Pz8Xg/5DFyb9XaNFur6FotF5eXlWrlyZa+FdI/Ho+zsbDmdzhH/jyGhmDIhSZPGJ8nn7z5IGwAAREZCJN7EYrH0ezANAABAqH77cq0OtLRpzsSxuv3ydKPjAEDY5efnS+ruKnc6nbLb7fJ4PHI4HLLb7b12oUtSYWGhSktLe9YYyvVzc3NltVpVUFCgVatWyW63a/HixfJ4PKqqqpLH41F5efmInms/GCaTSQtmJuvlrQe1cU+zFnGANgAAEWHy+/3+YF4QFxcnj8ej9PT0oN4oPj5eXV183Wy4a25uVkpKipqampScnGx0HAAAtLPhmLL/3ytq7/Sp5Cs2XT9/mtGRECT2FwhGXFycli1bpnvvvTfoa5JY5XK55PF4ZDabtWzZsiHv8A51fY/HI7fbLY/HI4vF0ueM9oHgs6LbT1/Yql+vrdWKxbN0760XGh0HAIBhbaD7i4h0ose64uJiVVVVyWKx9Hzd0eFwDFl3Rajre71erVq1Sm63u+ebABaLRUVFRUEdDgsAQDT7yXOb1d7p0+VzJ+q686caHQdABJSXl6u8vFxms1l2u105OTmy2+1DVlR/6KGHdOeddw7JWpEQ7gM6Q13fYrHQcR4GgcNFN+5pMjgJAAAjR0hF9KYm/rKWuovUNptNDodD5eXlPfe73W7ZbDatWbNmUMXqwaxfWVkpp9Mph8Nxylct3W63Vq5c2e9XPAEAGA7e8hzWPzbuU5xJ+s/Pni+TyWR0JAAR4vf71djYKJfL1TN/eyiK6k1NTSooKBhWRXSMLPNndB8uunVfi9o7fUpMiMhRZwAAjGgh/W1755136umnnx7qLMNOdna27Hb7abMErVarnE6nsrOzB3XoUajrB067r6ioOO2wH6vVqpqaGlVWVqq0tDTkbAAAGK3L59cP//aBJOmLF8/WudNG7lf7gZFm0aJFPR3Ofr+/5xYoqhcUFCgzM1MTJ07U8uXL9dRTT6m5eWCHMHo8nnBGBwbtrNQxSh6doI4uvz7c32J0HAAARoSQiuhut1u5ubmKj4/X4sWLdddddwW1MY0FLpdLbrdbDofjjI8HCt+9PR7O9R0OhwoKCvpcf/Xq1f0+BwCAaPZE1U5t3tus5NEJ+m7OOUbHARBBLpdLtbW1amxsVHl5ufLz8/ssqufl5Sk1NVXz5s3r99olMAYRiFbdh4t2d6NvYqQLAAAREdLBoiaTSYGXffJr0yd/hTIrK0sLFy6UFPzBos3NzVF9WIzNZpPX61VdXV2vz8nLy5PL5VKQf8SDXj8zM1MVFRX9zh80mUyqqakJauQMh/kAAKJBc2uHrr3vZR0+2q7/+uz5+voVGUZHwiCwv0Aw4uLi5PF4zjiqpampSZWVlaqoqFBZWdlp39r85LWLxWI5ZfxLcnKynnzySS1btiyoaxdEBp8VH/vJc5tV+qpHX7lkjn588wKj4wAAMGwNdH8RUif6okWLlJubK7PZfEqnxye/Qmmz2RQfH6/rr79ekvT0008PqFu9qalJqampoUSLCK/XK7fb3W+ROvB4YEZjpNb3eDxyu90Dei+z2RxUNgAAosGv1nykw0fblTl5nL5y6Ryj4wCIEikpKbr11lv14IMPqqGhQXV1dSopKen12sXj8ai0tLSnU33ixImnjVIEotH8GRwuCgBAJIVURC8uLlZZWZkaGhr6/Qql3+9XZWWlpO5T3VNTU7V48WIVFRXppZdeOuP60T6HMPDz9FfkzszMlCRVVVVFdH2z2SyHw9HnPPZAkb2/9wAAINp4Dh7RY2/US+o+THRUPAeqATizjIwMrVy5sufapb+iutfrVWNjo9GxgX4Fxrls3tuszi6fwWkAAIh9IV11nlx4PbnbYyBzCf1+v9xut4qLi5WTk9MzV/3konq0zyEMFPkDRezeBH7+gXaFD9X6y5Ytk8fjUUZGRq/vvXLlSjmdzqByAQAQDf732c3q6PLr2nMm65pzphgdB4ABQm26GUhRHRgOMiaO07jEeLV2+OQ5dNToOAAAxLygi+i5ublKS0vr9fGhKKpfd911of9EERCYU97fKJTAn1Ow/ygw2PWdTqfMZrO8Xq9sNttph4/m5eXJYrGosLAwqFwAABjt1Q8Pas2WA0qIM+n7nz3f6DgADDJU31z9ZFG9urpaGRmcsYDoFxdn0vknRrpwuCgAAOEXdBG9rKwsqENczlRUr6ioUGFhYc+Blp8sqsdaB0hfY1XCsb7ZbNaaNWt6ivDFxcXKzMyUy+WSzWaTxWJReXl5WDMBADDUOrp8+vHfP5Akfe2ydGVOHm9wIgBGCdf4R6vVyrc1MWzMn9E90mXj7v7PHQMAAIMT8SGiKSkpys7O1r333qvq6mr5fL7TiurRLtjOciOeb7VatW3bNtntdkndFxp5eXkqKCjgwgAAMCw9/tZ2fXTgiNLGJepfsucZHQeAgUpLS8O2dn8jFYFoEZiLvnE3negAAIRbVJzEdXJRvbGxUbfeeqvRkfo00M7yQCd4sJ3oQ7W+2WyW1WrtKaRLUkFBgYqLi4PKAwCA0RqPtutnlR9Jkr6bc7ZSxowyOBEAIzU2NmrFihVhWbu/kYpAtFgws/sb4h/saZbPF1vf5gYAINpERRH9ZCkpKSoqKjI6xpAIFLfDtRHva32PxyObzaacnBxVVFSopqamZya9w+FQTk7OgN6jra1Nzc3Np9wAAIi0n1d+qKbjHTp32gR9Yclso+MAMNCDDz6ojIwMlZWVad68eVq7dq3RkQBDzJ08XkkJcWpp69SOhmNGxwEAIKZFXRFdklJTU42O0Kdgi+J9HcQajvU9Ho9ycnK0evXqni50q9Wquro65efnS5IqKysHVEhftWqVUlJSem6zZs0KKhsAAIP14f4W/fHtHZKk//rc+YqPMxmcCICR8vPzVVtbq7q6Ot1yyy1auXKlFi9erIceemhIGj4yMjKUnZ09BEmB8EqIj9O507u70TdyuCgAAGEVlUX0tLS0mDtcNJJycnLkdDrPOGO+pKSk51DRysrKfudJFhUVqampqee2c+fOsGQGAOBM/H6/fvz3D9Tl8+v6+VN1WeYkoyMBiBIZGRlyOp2qra1VaWmpamtrZbVa9dBDDw167RdffHEIEgLht2DGiSI6h4sCABBWUVlET0lJUWNjo9ExehXo/O5vdnngwM9QO8tDWb+4uFhms1m5ubm9vi43N1c1NTWS1O8ho0lJSUpOTj7lBgBApKzZfECvfXRIifFx+o8bzjc6DoAotWjRIt17772qra3VnXfeaXQcIGLmz+g+XHQTnegAAIRVgtEBepOSkmJ0hF7ZbDZJUl1dXZ/P83g8kqSsrKyIrf/EE0+ccpBob6xWqwoLCzlkFAAQtdo6u/Q/z34gSbrjygzNnjjW4EQAolV9fb3cbndPk0laWposFosWLlxobDAgzAKHi27c3SS/3y+TiZFnAACEw5AV0UfSxjVQtA78rL0JdJJnZmZGbH2PxzPg91u+fLmKi4vl9XrDdvgpAACheui1bao/fEyTJyTpW9fONToOgChTX18vp9OpsrKyPr/BabFYZLfblZeXp6VLl0YuIBABZ0+doIQ4kxqPdWhPU6tmmscYHQkAgJg0qCL6SN24BmaNBzrBexPoJO9rtMpQr5+WltZvB/snUUAHAESbnQ3H9KuXPpIk/ccN52l8UtR+eQ6AAYqKinq+UdnfWUp1dXXyeDw9ZwHl5eXpnnvuiclmH4w8o0fFa97UCdq8t1kbdzdRRAcAIExCnoleVFSkzMxMlZaWqrGxUX6/v9dbXV2dSktLlZOTo/j4eK1YsULr168fwh8j8vLz8+V2u/v8x4OysjJZrVZZLJYzPu52u4d8fbvd3ue6J6uurg66wA8AQCT88G8fqLXDp0ssabpp4Qyj4wCIIsuXL5fT6ZTf79fKlSvldDpVXl6uiooKlZSUyOl0Kj8/v6cxJSBwbVJeXi6bzaYlS5Zo7dq1Bv0UwNAJHC66aTdz0QEACBeTv7/WjTNYvny5ysvLJXUXezMzM2WxWGQ2m+XxeOT1elVXV6fq6uqegq7JZOrpEgnMabPZbHI6nbr22muH6ueJGK/Xq9TUVJWUlCg/P/+0x91ut2w2myoqKs44o9xms8ntdstqtfYc8jkU6wfGuZSXl/dZIPd6vbLZbKqpqQmqE725uVkpKSlqamrikFEAQFhUfrBfd/6+WglxJv3jX6/UvKkTjI6EMGN/gYG677775HA4VFhYqKKion7PUXr33XflcDhUWVl52mOBa5KcnByVl5drwgQ+a6IdnxVn9rs36vWDv27S0nOn6JHbFhsdBwCAYWWg+4ugi+hsXD9WWloqh8Ohbdu2nVaIttlsysrKUklJyRlfe/KBL739Jwh1fZfLpZUrV2r16tVnLKR7PB7l5eWpqKgo6E50Nq4AgHA63t6lnJ+9ol2Nx/WNqzN1z6fPNToSIoD9BQaiqalJqampcrlcuuWWW/p8bnNzs+68805NnDhR+fn5Pd/c9Hg8qq6uVkVFhVwuV8/z4+LiVF5ers9//vNh/RkwOHxWnFnN9gbd+sCbmjIhSe/8x+kNXAAAoHdhKaKzcT1daWmpnE6nnE6n7Ha7PB6PHA6HrFarnE5nr69zOBwqLS1Vfn5+n88LdX2Px6OCggI1NDTIbrdr8eLF8ng8qqqqksfjUXl5ea9jZvrCxhUAEE4/fWGrfr22VjNSRqvye1drbCKz0EcC9hcYiPvuu09VVVUqKyvr97nXX3+9HnzwQWVkZPT5vNLSUpWWlsrtdstkMqm0tFR33HHHUEXGEOOz4syOtXdq/g9ekN8vvfMf2ZoyYbTRkQAAGDbCUkRn49o7l8slj8cjs9msZcuWDflhnaGu7/F45Ha75fF4ZLFY+pzRPhBsXAEA4VJ38Ig+/fPX1N7l04NftulTC6YZHQkRwv4CA7Fs2TKtWLGi32aep556SocPH9bKlSsHvHZlZaXy8vLU3Nys4uJife973xtsXIQBnxW9s/+/V1R74IgevX2xrj1nitFxAAAYNga6vwiqvauqqkorVqzo93lPPfWUcnNz+y2gS90z1fPz83s2rvn5+fJ6vcNu4xruAzpDXd9isQyqaA4AQCT4/X794C+b1N7l07XnTNb186caHQlAlPF4PKcdFnomFRUVfX5j80zsdrsaGxuVk5OjwsJC5ebmas6cOaFGBSJuwYxk1R44ok27myiiAwAQBnHBPDmYjevy5cuDChLYuC5dulSFhYXavn17UK8HAADD17Pv79XrtYeUmBCn/75x/ilnhwCAJKWlpcnr9fb7PI/HE3KXckVFhRYuXKiCgoKQXg8YZcHM7rPKNu5uNjgJAACxKagiOhtXAAAw1FpaO/Sjv30gSfrWNXM1Z+I4gxMBiEYWi0XV1dX9Pi8lJUX19fUhv095eblefPFFrV27NuQ1gEibP+NEEX1Pk8FJAACITUEV0dm4AgCAofbzyo90oKVNcyaOVcHVjCADcGZ5eXkqLy/v93kWi0Uulyvk97FYLMrPzx/QOVBAtDh/RncT267G4/Ieazc4DQAAsSeoIjobVwAAMJQ2723WY2/US5J+eON8jR4Vb2wgAFErOztbhw8f1oYNG3ruW79+/WnPy8/P16pVq9TS0hLye+Xk5AyoeQiIFiljRmnOxLGSpE17GOkCAMBQC6qIzsYVAAAMFZ/Pr+8/s1FdPr9uuGCaruEgNAD9KCsrU25urtavX6/ly5fLZrNpyZIlpzzHYrEoPT1deXl5Ib+PxWIZ0BhLIJrMP9GNvnE3I10AABhqQRXRJTauAABgaLjcu1SzvVFjE+P1n5893+g4AIYBi8WiJ554QnfeeacqKirk9/tVU1NzWmPP6tWr9eKLL2rFihUhvU9DQ4PMZvPgAwMR9PFcdDrRAQAYakEX0dm4AgCAwfIea9e9/9giSfq2fZ6mp4wxOBGA4cJqtaq6ulr33HOPLBaLMjIyZLFYTnvO3XffrbKyMp199tmnfJN2IMrLy09bE4h2C2Z2F9E30YkOAMCQC7qILrFxBQAAg1P8wlY1HG3X2VPH6/bLM4yOA2AYKiwsVG1trWpra5WcnHza406nU9nZ2aqtrZXVatXixYv105/+VPX19X2uu2bNGq1evVoFBQVhSg6ER2Cci+fQUbW0dhicBgCA2GLy+/3+cL5BTk6O1qxZI5PJJKvVquXLlys3N1fp6em9vmbNmjW67rrrVFFRoaVLl4YzHoLU3NyslJQUNTU1nfFiBQCA/qzf6dXnf7tOfr/0RP4lutgy0ehIMBj7C4RTXl6ennzySZlMpp77LBaLrFarLBaLFi9eLLPZLK/Xq5KSElVWVsput+uFF14wMDXOhM+K/l26ao32NrWqrOBSLclIMzoOAABRb6D7i4RwB6moqOjZuLrdbrndbjkcjgFtXCmgAwAQW7p8fn3/mffl90u3WGdSQAcQduXl5SotLdU999zTc+aSx+ORx+M57bl+v18Wi0Xl5eURTgkMjfkzUrS3qVUbdzdRRAcAYAiFvYgusXEFAADdHn97uzbubtaE0Qkq+vR5RscBMELk5+dr+fLl+slPfqLVq1f3XJOczGw2q6ioSHfffXfkAwJDZMHMZFVu3q+Ne5iLDgDAUIpIEV1i4woAwEh3sKVN972wVZJUeP05mjwhyeBEAEaSlJQUOZ1OOZ1Ovfvuu6c09VitVmVnZxucEBi8BTMCh4s2G5wEAIDYErEiusTGFQCAkeyHf9ukltZOXTAzRV+8eI7RcQCMYIsWLdKiRYuMjgEMuQUzu4votQePqLWjS6NHxRucCACA2BDRIvrJ2LgCADByVH6wX39/b6/i40xadcsFio8z9f8iAAAQlKnJSZo0PlGHjrRry74WLZxlNjoSAAAxIc7oAAAAILY1t3bo+89slCTdeWVGT5ccAAAYWiaTSfNPjHTZuJu56AAADBWK6AAAIKyKn9+ifc2tmjNxrL5jP9voOACGoTVr1uj666/Xww8/rOZmZj0DfVkwM1mStInDRQEAGDIDLqKzcQUAAMF6Z1uD/vjWDknSqlsuYDYrgJBYLBYdOnRIK1euVGpqqlasWKGnn37a6FhAVFrQ04nOdTsAAENlwEV0Nq4AACAYrR1duufJ9yRJKxbP0mWZkwxOBGC4ysjIUE1Njerq6rRq1SpVV1fr1ltv1cSJE/XNb35TGzZsMDoiEDUCY9O27mtRe6fP4DQAAMSGARfR2bgCAIBg/PqlWnkOHdWUCUkquuE8o+MAiAEZGRkqLCxUbW2tqqurlZubqz//+c+yWq2aOHGi/v3f/1319fVGxwQMdVbqGCWPTlB7l08fHWgxOg4AADEh6JnobFwBAEB/Nu9t1oOv1EmSfnTTAqWMGWVwIgCxxmq1qqSkRA0NDXrhhRe0dOlS3XvvvcrMzNTixYt1//33M4YSI9LJh4tuYqQLAABDYlAHi7JxBQAAn9TZ5ZPjyffU6fPrU/On6VMLphkdCUCMs9vtKi8vl8/n0xNPPKHU1FTdfffdSk1N7TnXCRhJAoeLbuRwUQAAhsSgiugnY+MKAAAk6bE36vXeriYlj07Qj26ab3QcACNMbm6uXnzxRTU2NuqBBx7Q4cOHtXLlSsXHx2vFihVau3at0RGBsAvMRd+4myI6AABDYciK6Cdj4woAwMi04/Ax/fTFrZKk//jMeZqSPNrgRABGqpSUFOXn56u6ulq1tbX6t3/7N1VXVys7O5tznRDzAuNcPtjbrNaOLoPTAAAw/IWliB7AxhUAgJHD7/fr359+X60dPl1qmahlWbOMjgQAkiSLxSKn08m5ThgxLJPGaaZ5jFo7fPrr+j1GxwEAYNgLaxH9ZGxcAQCIba6aXXq99pCSEuK06pYLZDKZjI4EAKfhXCeMBHFxJn310jmSpEfWbZPf7zc4EQAAw1vEiugnY+MKAEBsOdjSpv95drMk6bs5Zyt90jiDEwFA//o71+npp582OiIQshWLZ2vMqHht2deiNz2HjY4DAMCwZkgR/WRsXAEAGP7++6+b1HS8QwtmJuuOKzKMjgMAQTvTuU633nor5zph2EoZO0q32mZKkh55vd7YMAAADHOGF9FPxsYVAIDh58VN+/Ts+3sVH2eS89YLlRAfVdsLAAgK5zohltx2Wfc/bK/Zsl/bDx81OA0AAMNXVF7lsnEFAGB4aG7t0H/+ZaMkKf8qi+bPSDE4EQAMnb7OdZo3b54efvhhoyMCfZo7ZbyuPnuy/H7psTfqjY4DAMCwFZVF9JOxcQUAIHrd+48t2t/cpoxJ4/Sv2fOMjgMAYfPJc50WLlyosrIyo2MB/fr6iTFr5dW71NLaYXAaAACGp6gvop+MjSsAANHjbc9h/d/bOyRJq265QKNHxRucCAAiI3Cu0wsvvGB0FKBfV82bpMzJ43SkrVPl1buMjgMAwLA0rIroJ2PjCgCAcY62depu13uSpC8sma1LLBMNTgQAAM7EZDLp9su7u9Efe6NeXT6/wYkAABh+hm0RHQAAGOd/n9usHQ3HNNM8Rv9+w7lGxwGA09x3332Kj49XfHy87r///j6fe9111+npp5+OUDIg8m6xzlTy6ATtaDiml7YcMDoOAADDTliL6GxcAQCIPS9vPdAzxuW+vAs1YfQogxMBwKmeeuopSZLf75ff71dhYWGfzy8rK9P//u//au3atZGIB0Tc2MQEfeHi2ZKkR17fZnAaAACGn7AV0dm4AgAQe5qOdcjxZPcYl9svT9dlmZMMTgQApyspKdHdd9+te++9V5JksVj6fL7ZbFZlZaXuvvtuNTc3RyIiEHFfvTRd8XEmvek5rM17+d85AADBCFsRnY0rAACx5wd/3aj9zW2yTB4nx6cY4wIgOjU0NEiSCgsL1djYqI8++qjf15jNZpWWlsrhcIQ7HmCImeYx+tT8aZKkR9fRjQ4AQDDCVkRn4woAQGz5x/t79cz6PYozSffnXaTRo+KNjgQAZ+T1ent+nZKSMuDXWa1W1dXVqb6+fuhDAVHg61ekS5KeWb9Hh4+0GRsGAIBhJGxFdDauAADEjoMtbfr3p9+XJH3zmrlaNDvV4EQA0Du/3x/yt1sLCgpUUlIyxImA6GCdnaoLz0pRe6ev53wTAADQv7AV0dm4AgAQG/x+v4qeel+Nxzp0/vRk/Uv2PKMjAUCfrFarysvLQ3rtrbfeqsrKyiFOBEQHk8mkr1+eIUn6/Vvb1d7pMzgRAADDQ9iK6GxcAQCIDU+6d6ty836Nijfp/y2/SIkJYds+AMCQyM/PV2FhoVpaWoyOAkSdGy6YrikTknSwpU3Pvb/X6DgAAAwLYbsKZuMKAMDwt9t7XD/86yZJ0ndyzta505INTgQA/bPb7UpPT5fNZgvpeuTk0ZRArElMiNNXLpkjSXpk3Tb5/X6DEwEAEP0SwrXwyRvXmpoaTZgwIajXs3EFAMBYPp9fha4NamnrlHW2WQVXZRodCQAGrLy8XHPnzlVGRobKy8t17bXXDvi1hw8fDmOyoVVcXKyqqipZLJaeayiHwyGLxRIV67vdbq1atUput1tms1mStHz5chUWFg5JPoTmixfP1q/W1uq9XU2q2d6orPQ0oyMBABDVwvp97PLyctXW1iojI0Nr164N6rXDaeMKAEAs+sNb27Wu9rDGjIrX/csWKj7OZHQkABgwi8WisrIyNTQ0yG63a8mSJXr66af7fd1dd92lnJycCCQcHK/Xq8zMTJnNZpWXl8vpdKqkpEQFBQWy2Wxyu92Gr+9wOJSXl6eCggLV1dWppqZGNTU1krrPwYJxJo5P0s0LZ0iSHl1Xb2wYAACGgbAW0WN94woAQKzyHDyiVf/YLEkquuFcZUwaZ3AiAAhebm6uHnzwQfn9ftXU1Cg3N1fx8fG6/vrrVVRUpIceekjr16/X+vXr9dRTT+n6669XaWmpioqKjI7er+zsbNntduXn559yv9VqldPpVHZ29qC+3TvY9QsKClRZWamamhrZ7fZTHrPb7aqsrOTbxwa7/cQBo89v2qfd3uMGpwEAILqZ/BEYgFZaWqpvfOMbMpk+7mCz2+2yWq3KzMxUVlaWJMnj8aikpKRns7Vw4cJwR0OQmpublZKSoqamJiUnMxcXAGJRl8+v3Aff0Ls7vLp87kT94esXK44udIQR+wuEm9vtVl5enrZt2yZJp1yXnMzv98vpdOruu++OZLyguVwu5eXlqa6urtexKqmpqVq2bJlKSkoivn5paWlP9/mZXh/486+oqDitwN4XPiuG3hdXv6U36g6r4GqLij59ntFxAACIuIHuLyJSRJdib+M6UrFxBYDY99uXa1X8/FZNSErQC9+5SjPMY4yOhBjH/gKRUlpaquLiYnk8ntMes1gsKikpUXZ2tgHJgmOz2eT1elVXV9frc/Ly8uRyuUI6NHIw63u9XmVkZPRZwM/JyZHH41FNTU3PnPSB4LNi6FV8sF8rf1+t5NEJeuvfszU2MWzHpgEAEJUGur8I6ziXk1mtVtXV1enBBx+UxWKR3+8/7ZaRkaGKigoK6AAAGGTz3mb9rOJDSdIPbpxPAR1ATMnPz1dtba3q6upUXl6ukpISlZeXq66uTrW1tcOigO71euV2u/s92DPwuMvliuj6paWl8nq9fc48r6ioUF1dXVAFdITH0nOnaM7EsWpu7dST7t1GxwEAIGpF/J+Z8/PzlZ+fr23btsntdquhoUFpaWmyWq3KyMiIdBwAAHBCe6dP3y3boI4uv+znTdWt1plGRwKAsMjIyBi21x6VlZWS1G+ROzMzU5JUVVWl3NzciK2/atUqSd1NVIh+8XEmfe3SdP3o7x/osXXb9KUlsxnhBgDAGRj2Xa3hvHEFACAW/bzyQ23e26y0cYladcsFvY5eA4BoU19f39OgI0lpaWmyWCwxecZSYBRNoIjdm0AR3O12R2x9j8cjr9dLAX2Yycs6S/+v4kPVHTyqVz86qGvOmWJ0JAAAos6QFdFH0sYVAIBY80bdIT3wSvfs2/+9eYEmT0gyOBEA9K2+vl5Op1NlZWXyer29Ps9ischutysvL09Lly6NXMAwCcwp728USlpamiT1XJ9FYv1PdrF7PJ6eueher1cNDQ0qKCgI6jBRhN+E0aO0LGuWHlm3TY+uq6eIDgDAGQyqiD5SN64AAMSShqPt+s4T6+X3SysWz9KnL5hudCQA6FNRUZGKi4slqd+DM+vq6uTxeFRaWiqp+0DMe+65Z8Q0+/R1nTbU69fU1EjqLrAHCuhOp/OU59psNuXm5p5yP4x322XpevSNbXrlw4OqPdCiuVMmGB0JAICoEnIRnY0rAADDn9/vV6Frg/Y3tylz8jj91+fONzoSAPRp+fLlKi8vl9R93lJmZqYsFovMZnPPOJG6ujpVV1efMmokcM1SXl6u8vJy2Ww2OZ1OXXvttYb8HKEKtrM8ks8P/NpsNsvpdPZ0oQeYzeaeP/vFixcHNasd4TV74ljZz5uqig/269F19frfz19gdCQAAKJKSEX0kb5xBQAgVvz+ze2q3HxAifFx+tUXrBqbaNhxKQDQr/vuu0/l5eUqLCxUUVGRUlJSTnk8Ozv7lN+/++67cjgcPWNGpI+vSWpqamS325WTk6Py8nJNmDA8Om8H2lkeGMcSbCf6YNYP/Nrlcp1WQA+wWq2yWq1yOBz9FtHb2trU1tbW8/vm5uYBZUNobr88XRUf7NdT7t26+/pzZB6baHQkAACiRtBXymxcAQCIDZv3Nut/n9ssSSq64VydPyPZ4EQA0LumpiY5HA65XC7dcsstfT63ublZd955pyZOnCin03nKjO7q6mpVVFTI5XJJkl588UWlpqaqvLxcn//858P+c0RKoKDd32zzcKzf0NDQ59xzu92u4uJilZaWKj8/v9fnrVq1Sj/84Q8HGxUDdKllos6dNkFb9rXoz1U79Y2r+z5cFgCAkSQumCefvHG99957Tyugn6y5uVnLli1TaWmpnE6nGhsb1djYqJqaGpWUlCg3N1d+v19+v79n4/r0008P+gcCAAD9O97epX/+07tq7/Rp6blTdNtl6UZHAoA+lZaWKjc3t98CutQ9PtLpdOqBBx7QokWLlJKSopSUFC1atEgrV65UWVmZfD6fHnzwQVmtVvl8PuXm5urhhx+OwE8yOMEWxQMHgEZi/cBrs7Ky+nxNZmZ3cTYwQ703RUVFampq6rnt3LkzqGwIjslk0tevyJAk/f6NenV2+QxOBABA9AiqiM7GFQCA2PCjv3+g2gNHNGVCku7LvVAmk8noSADQp6qqKq1YsaLf5z311FPKzc1VRkZGv8/Nz89XdXW1XnzxRSUnJys/P1/333//UMQdkQIF9f4K8YHnVVdX9/m8pKQkJScnn3JDeN140QxNHJeoPU2temHTfqPjAAAQNYIqorNxBQBg+Hvu/b360zs7ZDJJP1u+UBPHJxkdCQD65fF4ZLVa+31eRUWFli9fHtTadrtdjY2NWrp0qQoLC7V9+/ZQY4ZdoADd3+zykw/5jNT6gV8PtPvd4/EElQ3hN3pUvL508WxJ0iPrthmcBgCA6BFUEZ2NKwAAw9uuxmO658n3JEl3XZ2py+dOMjgRAAxMWlragA699Hg8IXcsV1RUaOHChSooKAjp9ZFgs9kkSXV1dX0+L1Cg7m+0ylCuv3jxYkkfF9gxPH35kjkaFW9SzfZGbdjpNToOAABRIagiOhtXAACGr84un7795/Vqbu3UwllmfSfnbKMjAcCAWSyWfsd/SFJKSorq6+tDfp/y8nK9+OKLWrt2bchrhFOgaN1foTpw3RaYPx6J9QMNV/11mAfWDhz4iugyJXm0PnvhDEnSo3SjAwAgKcgiOhtXAACGr1++VKvq7Y0an5SgX65YpFHxQW0DAMBQeXl5Ki8v7/d5FotFLpcr5PexWCzKz89XWVlZyGuE00AL1YFO8tzc3Iitb7FYZLFY5Ha7+3xtoABvt9uDyobI+frl3aNZn31/r/Y3txqcBgAA4wV19czGFQCA4ektz2H9+qWPJEn/+/kFmj1xrMGJACA42dnZOnz4sDZs2NBz3/r16097Xn5+vlatWqWWlpaQ3ysnJ2dAzUNGyc/Pl9vt7vNbwmVlZbJarb12e/dV6B7M+oGiel/rP/HEE5LEt4+j2AVnpShrTqo6uvz641uMWgUAIKgiOhtXAACGH++xdn3nifXy+aVc21m6aeFMoyMBQEjKysqUm5ur9evXa/ny5bLZbFqyZMkpz7FYLEpPT1deXl7I72OxWAY0xtIoTqdTknptOgoUwAPP+ySbzdZzG+r1i4qKZDabVVJScsbXer1eud1u5efnM84lyn39iu5u9Mff3qHWji6D0wAAYKygv8fNxhUAgOHD7/fL8eR72tvUqoxJ4/TDG+cbHQkAQmaxWPTEE0/ozjvvVEVFhfx+v2pqak5r7Fm9erVefPFFrVixIqT3aWhokNlsHnzgMAkUqR0OxxmvmVauXKn8/Pxex6UEusR76xYfzPpms1mrV69WaWmpKisrT3s8Ly9PVqu11yI7osd150/VTPMYNRxt11/X7zE6DgAAhgq6iM7G9XTFxcXKy8uTw+FQQUGBCgoK+p0hGM71CwoKVFxcLI/Hwz9EAMAI9/jbO/TCpv0aFW/Sr76wSOOSEoyOBACDYrVaVV1drXvuuUcWi0UZGRmndTRbrVbdfffdKisr09lnn33KN2kHory8POq7pPPz8+V0OmWz2eRyuXo6vHNycmS32/ssUhcWFspsNquwsDAs6+fm5qq8vFx5eXkqKCiQy+VScXGxMjMzZTabtWbNmkH97IiMhPg4ffXSOZKkR9Ztk9/vNzgRAADGMfkH8TdhcXGxSktLJXV3MSQnJ5/yuMPh0H333ae5c+eqvLxcF1100YDX/sY3vqHGxsaeeXnRyOv1ymazyeFwKD8/v+d+t9ut7OxsrVmzpudgnkiun5OTc8auj96YzWY1NjYO6LnNzc1KSUlRU1PTaf+9AQDRZeu+Ft3469fV1unT9z9znu68MroLQhi52F8gXHJycrRmzRqZTCZZrVYtX75cubm5Sk9P7/U1a9as0XXXXaeKigotXbo0cmEHweVyyePxyGw2a9myZUPejDSY9U9+rd1uH9Q/TvBZEXlNxzp0yao1Ot7Rpf9bebEuy5xkdCQAAIbUQPcXgyqiD0Qsb1xtNpuysrLO2IVRWloqh8Ohbdu2hbyJDXX91NTUoDrQCwsLe52X+ElsXAFgeDja1qmbf7NOHx04omvOmaxHvrZYcXEmo2MBZ8T+AuGUl5enJ598UibTx5+BFoul51DMxYsXy2w2y+v1qqSkRJWVlbLb7XrhhRcMTI0z4bPCGN9/5n398a0dsp83VQ99LcvoOAAADKmoKaJLsblxdblcysvLU11dXa/dFKmpqVq2bFlI8/4Gs35mZqYqKioG1OWRk5OjioqKAedi4woA0c/v9+tf/7xef92wR1MmJOm5f71Sk8YnGR0L6BX7C4RbaWmp7rnnnp5Gk5OvS07m9/tlsVjO+C1bGI/PCmPUHjgi+/97RSaT9PK/XaM5E8cZHQkAgCETVUV0KfY2rjabTV6vV3V1db0+Jy8vTy6XK6TZcaGu73a7VVlZ2ed8w4DAfPVgRs6wcQWA6Pe7N+r1g79uUnycSX/Ov0SL09OMjgT0if0FIqGpqUk/+clPtHr16jN+a9NsNquoqEh333135MNhQPisMM7XHnlHr3x4ULdfnq4ffI5DygEAsWOg+4ugDxYNVX5+vrZt26a7775bZrNZfr//tFtKSoqcTqdqa2ujelMUOFSnv07vwOMulyti63s8ngEVxSsrK2U2mwc1sx0AEH1qtjfqf579QJJU9OlzKaADwAmBa42GhgbV1NSovLxcTqdTTqdTFRUVamhooIAO9OLrV2RIksqrd6mltcPgNAAARF5CJN8ssHF1Op1699135fF45PF4JElWq1XZ2dmRjBOywKGd/RW5MzMzJUlVVVXKzc2NyPqBETn9CVwsAABix+EjbfrW4251dPl1wwXTdMeJC14AwKkWLVqkRYsWGR0DGDaumjdJc6eMV+2BIyqv3tVTVAcAYKSIaBH9ZMN54xoo/AeK2L0JFLPdbnfE1h9IAd3hcAz4IFEAwPDQ5fPrX/78rvY1t8oyeZyKcy/qdXQaAABAMEwmk267LF3ff2ajHnujXl+7LF3xHFgOABhBIjbOJZYE5pSbzeY+n5eW1v0V+oaGhqhZP1BwZ4wLAMSW/1exVetqD2tsYrxKvmzT+CTD/p0cAADEoFusM5UyZpR2NBzTS1sOGB0HAICI4go7As50cJFR6zscDpWXl4cvDAAg4io/2K/frO3+B9hVt1ygeVMnGJwIAADEmrGJCVqxZJZKXvHokde3Kef8qUZHGpH8fr+OtHXKe6xD3mMdajzWLu/xDnmPtavxaIe8x9t77k9KiJNtTqqy0tO0YEaKEhPoowSAUFFED0GwneXR8nyXyyWr1dpvhzsAYPjYcfiYvlO2XpJ022XpumnhTGMDAQCAmPXVS9P10Gvb9KbnsDbvbdZ505ONjjSstXZ09RS8G4+1q+lYhxpP/L7peIcaj55UID9RNG863q6OLv+A3+OFTfslSaNHxWnhLLOWpKcpKz1N1jmpfHMRAILAJ2YIBtr5HShWB9uJHq71HQ4Hh4kCQAxp7ejSN/5Yo5bWTllnm/XvN5xndCQAABDDZprH6FMLpunZ9/bq0XXbVJx7kdGRhg2fz6+q+gb9ZcMevfrhQR060qbWDl/I6yUlxCl1bKLMY0fJPHbUSb9OVOrYUTKPSZT3eLuq6htVXd+gxmMdesvToLc83U14cSbp/BnJWpyepsXpacpKT9WUCaOH6scFgJhDET2MAsXtcHV+B7O+y+WSNLCDR0/W1tamtra2nt83NzcH9XoAQHj4/X59/5mN+mBvsyaOS9RvvmTlK7oAACDsvn55up59b6+eWb9Hjk+dq4njk4yOFLX8fr82723RXzbs1t/W79GeptbTnpMQZ5J57CiljAkUwhNPFMVHnfTrEwXyMYlKHdf9f8ckxg8oQ/5V3QV8z6Ejemdbd0H9nfoG7Wo8ro27m7Vxd7MeXVcvSUqfOFZZ6WknutVTlTFpHAfVA8AJFNFDEGxRPHAAqJHrl5SUyG63B7WuJK1atUo//OEPg34dACC8nqjaKVfNLsWZpF9+YZGmp4wxOhIAABgBrLNTddFZKdqwq0n/9/YO/XP2PKMjRZ2dDcf01w179My7u/XRgSM9908YnaBPL5imz144QxmTxsk8dpTGJyWEvVAdF2fS3CkTNHfKBH3x4tmSpL1Nx3u61KvqG7VlX7PqDx9T/eFjctXskiRNGp+orDlpWpyRpsXpqTp/erIS4mnaADAyUUQfAbxeryorK1VSUhL0a4uKivTd73635/fNzc2aNWvWUMYDAATp/V1N+q+/bpIkfe+6c3T53EkGJwIAACOFyWTS7Zdn6NtPrNfv39qugqsz+TacpENH2vTc+3v1zLu75d7h7bk/MSFO2edO0U0LZ+iac6Zo9KiBdZCH2/SUMbrxojG68aIZkqSm4x1y72hU1bYGVdc3av0urw4dadfzm/bp+U37JEljE+NlnZ2qrPRULUlP08LZZo1NpKwEYGTg0y4Egc7v/maRBw78DLWzfKjWLysrkxT8KBdJSkpKUlISX88DgGjhPdauux6vUXunT/bzpuquqzONjgQAAEaYGy6Yrp88t1kHWtr07Pt79PlFZxkdyRBH2jr14qZ9+sv6PXq99pC6fN0HfsaZpMsyJ+nGhTP0qQXTlDx6lMFJ+5cyZpSuPWeKrj1niqTus3c27m7SO/XdRfXq+gY1t3bq9dpDer32kKTuUTTzZ6bohgXT9MWLZ2vCMPg5ASBUFNFDYLPZJEl1dXV9Ps/j8UiSsrKyDF0/cJhosDkAANHF5/Pr20+s167G45qdNlb3L7tIcXHMqQQAAJGVmBCnr146Rz998UM9uq5eNy+cOWJmZ7d3+vTKhwf1l/W7Vbl5/ymHg150VopuXDhTn7twuqYkD+9DOkePildWepqy0rub/Hw+vz480KKqbd3jX6rqG7S3qVUbdnq1YadXv1lbq69emq7bLk/XJObkA4hBFNFDEChGBzrBexPoJM/MDK5LcKjXr6ysDOr9AQDR6ddra/Xy1oNKSojTA1+2KmUM3T4AAMAYX1gyW798qVbv7WrSO9sadLFlotGRwsbn8+ud+gb9Zf0ePff+XjUd7+h5zDJpnG5cOEM3LZypjEnjDEwZXnFxJp07LVnnTkvWVy5Nl9/v127vcb364SE99LpHnoNH9eu1tVr9mkfLF8/SyistmpU21ujYADBkKKKHwGq1Svq4E7w3gU7y3Nxcw9b3eDw9xfZgx8oAAKJHxQf79bPKDyVJ/3PzAs2fkWJwIgAAMJJNHJ+kzy+cqSeqd+orD7+jz140XbdflqELzoqNPYrf79cHe5v1l/V79LcNe7S3qbXnsSkTkvS5i2bo5oUztWBm8ojpwj+ZyWTSWalj9cWLZ2vF4ll68YP9euDlWm3Y1aTfv7ldj7+9Q5+7cLq+cU2mzp2WbHRcABg0k9/v9xsdYjgqKChQaWmpGhsbey1Op6amymKxqKam5oyPu93unoJ5ONYPvEdgPMxQ/Kdubm5WSkqKmpqalJzMX4QAEAlb9jXr1t++oaPtXfryJbP1PzdfYHQkYEixvwAwEHxWRJ/9za365uNu1Wxv7Lkva06qbrs8XdfPn6ZR8cPvwNEdh4/pL+t36y8b9qj2wJGe+yeMTtCnF0zTzQtn6mLLRMUzUu80fr9fb9Yd1gOv1Om1jw713J997hTddU1mz2gYAIgmA91fUEQPkdfrVWpqqkpKSpSfn3/a44HidUVFhex2+2mP22y2niL6mYrgg10/wOVyKS8vTxJFdAAYjg4fadNNv1mnXY3Hdallon5/x5JheUEK9IX9BYCB4LMier27o1G/e6Nez76/Vx1d3ded05JH6yuXztEXlsxW2rhEgxP2bbf3uP7x/l79/b29Wr/T23N/YkKcss+dopsWztQ150zW6FHxxoUcZt7f1aQHX6nTcxv3KlCKWJyeqruuydS150wZkd37AKITRfQIKC0tlcPh0LZt207rFrfZbMrKylJJSckZX3vyXxi9/ScYzPonr1FQUNDn+wSDjSsARE57p09ffuhtvVPfoDkTx+qZb16u1Ci/CAVCwf4CwEDwWRH9DjS36o9v79D/vb1dh460S+ouRN+8cIa+dll6VI2j661wHmeSLsucpJsWztD1C6YpeTRn0AyG5+ARrX7Noydrdqu9q/sQ1nOnTdBd12TqMxdMVwLNIQAMNtD9BTPRByHQIW6z2eR0OmW32+XxeORwOGS32+V0Ont9bWFhoUpLS8/YZT4U6wekpXV/XcpisQTzowEADOb3+/Wfz2zUO/UNmpCUoIe/lkUBHQAARLUpyaP13Zyz9a1rM/Xse3v16Lp6vb+7SWXVu1RWvUtLMtJ0+2Xpyjl/qiHF012Nx/SP9/fp2fdPLZybTNLi9DR95oLp+vSCaZqSPDri2WKVZfJ4rbrlQn3bfrYefn2bHn9ru7bsa9G//nm97nthqwqusigvaxZd/gCiHp3oQ8Tlcsnj8chsNmvZsmVDfojnYNYvLS1VVlZWr/PXg0H3BwBExiOvb9OP/v6B4kzSw7ct1rXnTDE6EhA27C8ADASfFcOP3++Xe0ejHl1Xr39s3KcuX3f5YaZ5jL5y6RytWDxL5rHhbRKgcB5dmo516A9v1evRdfU6fLT72wqTxifq9ssz9OVL5ihlDJ3/ACKLcS4ICzauABB+r3x4ULc/+o58fun7nzlPd17Jt4kQ29hfABgIPiuGt71Nx/X4Wzv0f+/sUMOJ4unoUXH6/KKZuu2yDJ0zbcKQvdeuxmN67v29evb9fdpwhsL5Zy+crk/Np3BupOPtXSqv2amSVzza7T0uSRqflKAvXTJbd1yewX8bABFDER1hwcYVAMKr9sARff6369TS2qk821kqzr2Qg5cQ89hfABgIPitiQ2tHl/66YY8eXVevzXube+6/LHOibrssXdnnTVV8XPB7n50Nx/SPjWcunC9JT9NnKJxHpY4un559b68eeLlOW/e3SJIS4+N0q+0sFVxlUfqkcQYnBBDrKKIjLNi4AkD4eI+16+bfrFP94WPKmpOqx1derKQE5kMi9rG/ADAQfFbEFr/fr3e2NeixN+r1wqZ9OjHpRbPSxuhrl6YrL2tWv6M9egrn7+3Vhl1NPfdTOB9+/H6/1m49oN+urVP19kZJ3Ye83nDBdH3j6kwtmBk9h9ICiC0U0REWbFwBIDw6uny67dF3tK72sGaax+gv/3S5Jo1PMjoWEBHsLwAMBJ8VsWu397j+8OZ2/emdHWo63iFJGjMqXrfaZuq2y9I1d8rHo152NnSPannu/TMXzj974XRdv2CapkygcD5cVdU36IGX6/TSlgM991119mQVffpcnTed/98HMLQooiMs2LgCQHj84C8b9bs3t2tsYrxc37hM58/gMxYjB/sLAAPBZ0XsO97epWfW79Zj6+p7RntI0pXzJmlxeprWbN5/WuH84ozuw0EpnMeezXubVfJKnf723l51+fyKjzPp9svS9e2cszU+KcHoeABiBEV0hAUbVwAYen98a7u+/8xGSVLJV2y6fv40gxMBkcX+AsBA8Fkxcvj9fr3pOaxH19WrcvN+nVy1iDNJSyicjyg7G45p1T8267n390mSpiWP1n997nx9esE0zg4CMGgU0REWbFwBYGi9UXdIX334HXX6/Lr7+nP0rWvnGh0JiDj2FwAGgs+KkWlnwzH94a3t2nboqK6aN4nC+Qj28tYD+sFfN2n74WOSuke8/OjG+Rw+CmBQKKIjLNi4AsDQ2X74qG76zTp5j3Xoxotm6BcrFtJNgxGJ/QWAgeCzAkBrR5ceeLlOD7xSp/ZOnxIT4vTNazL1jaszNXpUvNHxAAxDA91fxEUwEwAAOKHpeIfu/F21vMc6dNFZKSrOvZACOgAAANCH0aPi9Z2cs/XCt6/SlfMmqb3Tp59XfqTrf/6qXvnwoNHxAMQwiugAAERYW2eXCv5QrY8OHNHU5CSVfjWLzhkAAABggDImjdPvv75Ev/2SVdOSR2v74WP62iPv6JuP12hfU6vR8QDEIIroAABEkM/n17+Vv6e3PA0an5SgR25brKnJzPUEAAAAgmEymXTDBdNV+b2rdecVGYqPM+m59/cp+/6X9dBrHnV0+YyOCCCGUEQHACCC7n1+i/62YY8S4kx64MtWzZ+RYnQkAAAAYNgan5Sg73/2fP39n6+QbU6qjrZ36X+e3azP/ep1Vdc3GB0PQIygiA4AQIQ88vo2lb7qkSQV516oK+dNNjgRAAAAEBvOm56s8oJLVXzrhUodO0pb9rUo98E3VejaoIaj7UbHAzDMUUQHACACnn1vr3787AeSpMJPnaNbrGcZnAgAAACILXFxJi1bPEsvfe8afWHJLElSWfUuLb3/Zf3pnR3y+fwGJwQwXFFEBwAgzN72HNZ3nlgvv1/6yiVzdNfVmUZHAgAAAGJW6rhErbrlQj1512U6b3qyvMc6VPTU+7r1wTe0aU+T0fEADEMU0QEACKMP97do5e+r1d7l03XnT9V/3zhfJpPJ6FgAAABAzLPNSdXf/uly/ddnz9f4pAS9u8Orz/3qdf3wb5vU0tphdDwAwwhFdAAAwmRfU6tue+QdNbd2yjYnVb/8wiLFx1FABwAAACIlIT5OX78iQ2u+d7U+e+F0+fzSo+vqlX3/K/rbhj3y+xnxAqB/FNEBAAiD5tYO3fboO9rT1CrL5HF66KtZGj0q3uhYAAAAwIg0NXm0fv1Fq/5wxxJlTBqnAy1t+uc/vauvPPyOPAePGB0PQJSjiA4AwBBr6+xSwe9rtGVfiyZPSNLvbl+i1HGJRscCAAAARrwr503W89++Ut/LOVtJCXF6vfaQPvXz13T/i1vV2tFldDwAUYoiOgAAQ8jn8+vu8vf0puewxiXG69HbFmtW2lijYwEAAAA4ISkhXv+cPU8V37la15wzWe1dPv3qpVpd//NX9c62BqPjAYhCFNEBABhCzue36K8b9ighzqQHvmzTgpkpRkcCAAAAcAazJ47Vo7ct1oNftml6ymhtP3xMy0vf1I///gFd6QBOQREdAIAh8ui6bSp51SNJuvfWC3XV2ZMNTgQAAACgLyaTSZ9aME0vfucqLc+aJb9fevj1bbrhl6/p3R2NRscDECUoogMAMAT+tmGPfvT3DyRJd19/jnJtZxmcCAAAAMBATRg9Ss7cC/XobYs1NTlJnoNHdesDb8j5/Ba1ddKVDox0FNEBABikig/26ztPrJffL335ktn65jWZRkcCAAAAEIJrz52iF799tT6/aKZ8fumBl+t046/WaePuJqOjATAQRXQAAAbhtY8O6luPu9Xp8+vmhTP0wxsXyGQyGR0LAAAAQIhSxo7Sz5YvVMlXbJo0PlFb97fo5t+s088qPlRHl8/oeAAMQBEdAIAQvbOtQSt/X632Lp+unz9VP827SPFxFNABAACAWHD9/Gl68TtX6zMXTFenz69frPlIN/9mnbbsazY6GoAIo4gOAEAINuz06uuPVam1w6erz56sX35hkRLi+WsVAAAAiCVp4xL1my9Z9asvLJJ57Cht2tOsz/3qdf1mba066UoHRgyu9gEACNLmvc366iPv6Ehbpy6xpKnkKzYlJcQbHQsAAABAmHzuohl68TtXyX7eVHV0+XXfC1t164NvqvbAEaOjAYgAiugAAASh7uARfeXht9V0vEOLZpv10NcWa/QoCugAAABArJsyYbRWf9Wm+/Mu0oTRCdqw06vP/PI1PfSaR10+v9HxAIQRRXQAAAZoZ8MxfWn12zp0pF3nT0/WY7cv0fikBKNjAQAAAIgQk8mkW21n6cXvXKWrzp6stk6f/ufZzVpR+qbqDx01Oh6AMKGIDgDAAOxtOq4vPvSW9jW3at6U8frDHUuUMmaU0bEAAAAAGGB6yhj97vbFWnXLBRqXGK+q+kZ9+hev6fdv1stHVzoQcyiiAwDQj0NH2vSlh97WzobjmjNxrP5458WaOD7J6FgAAAAADGQymfSFJbP1/Lev0qWWiTre0aX/+ssmffnht7Wr8ZjR8QAMIYroAAD0wXusXV9+6G15Dh7VjJTRevzOizU1ebTRsQAAAABEiVlpY/X4nRfrRzfN15hR8Xqj7rA+9fPX9Od3dsjvpysdiAUU0QEA6EVLa4e+9miVtuxr0eQJSXp85SU6K3Ws0bEAAAAARJm4OJO+emm6/vGvVyprTqqOtHXqnqfe1+2PVWlfU6vR8QAMEkV0AADO4Hh7l+54rFobdnqVOnaU/njHxcqYNM7oWAAAAACiWPqkcXqi4FL9xw3nKTEhTi9vPajrfvaKnnLvoisdGMYoogMA8AlH2zr19ceq9E59gyYkJej3X79Y50ybYHQsAAAAAMNAfJxJK6+y6Ll/uUIXnZWi5tZOfbdsg/L/UKMDLXSlA8MRRXQAAE7S0tqhrz3yjt70HNb4pAQ99vXFuuCsFKNjAQAAABhm5k6ZoCfvukx3X3+ORsWbVPHBfl3/s1f17Ht7jY4GIEgU0QEAOKHpWIe+/PA7qt7eqOTRCfrjnRfLNifN6FgAAAAAhqmE+Dh969q5+ts/X6H5M5LVeKxD3/o/t/71z++q6ViH0fEADBBFdAAAJDUcbdcXH3qrZwb6/628RAtnmY2OBQAAACAGnDstWc9863L9y9K5io8z6S/r9+i6n7+iVz88aHQ0AANAER0AMOIdbGnTF0rf0qY9zZo0PlF/yr9EC2YywgUAAADA0BkVH6fvXneOXN+4VJZJ47S/uU1ffeQd/eczG3WsvdPoeAD6QBEdADCi7Wtq1fLSN7V1f4umTEjSn/Mv1bnTko2OBQAAACBGLZqdqmf/5Urddlm6JOkPb23XDb94TTXbG40NBqBXFNEBACPWbu9xLS99U56DRzUjZbTKCi7V3CnjjY4FAAAAIMaNSYzXf984X3+842JNTxmt+sPHlPfgG7rvhS1q7/QZHQ/AJ1BEBwCMSDsOH9OyB9/U9sPHNCttjJ4ouFTpk8YZHQsAAADACHLFvEl6/ttX6fOLZsrnl36ztk43/2adtuxrNjoagJNQRAcAjDieg0e0rORN7fYeV8akcSoruFSz0sYaHQsAAADACJQyZpR+tnyhfvslq1LHjtIHe5t146/WqeSVOnX5/EbHAyApwegAAABE0of7W/TF1W/r0JE2zZsyXo/febGmJI82OhYAACEpLi5WVVWVLBaLvF6vJMnhcMhisUTl+jabTWvWrJHZbB6SfAAQS264YLqy0lNV9OT7WrPlgFb9Y4sqN+/X/XkLNXsiTT+AkSiiAwBGjA/2NOvLD7+thqPtOm96sv54xxJNHJ9kdCwAAILm9Xpls9nkcDhUXl7ec7/b7e4pVFut1qhav7S0VG63Ww0NDRTRAaAXUyaM1kNfy1JZ9U796G8fqKq+UZ/+xav6z8+er+WLZ8lkMhkdERiRGOcCABgRNuz06gur31LD0XZdMDNFf1p5MQV0AMCwlZ2dLbvdrvz8/FPut1qtcjqdys7O7ukcj4b1vV6vHA5HyHkAYCQxmUxavni2nv/2VVqSnqaj7V2656n3dcfvqnWgpdXoeMCIRBEdABDzXvnwoL6w+i01He+QdbZZj6+8WOaxiUbHAgAgJC6XS263u9eidKDwHWrROhzrr1q1SllZWSHlAYCRalbaWP0p/xL9xw3nKTE+Ti9tOaDrf/aqnnt/r9HRgBGHIjoAIKY95d6lOx6r0rH2Ll0+d6J+f8fFSh49yuhYAACEbNWqVbJYLH3OJbfb7SotLY2K9d1utzIzMxnhAgAhiI8zaeVVFv3tn6/Q+dOT1XisQ9983K1v//ldNR3rMDoeMGJQRAcAxCS/368HXq7Td8s2qNPn100LZ+jR25ZofBLHgQAAhi+v1yu3293vwZ6Bx10ul+Hrl5SUnDYWBgAQnHOmTdAz37pc/3TtXMWZpGfW79H1P39Vr3100OhowIhAER0AEHO6fH798G8fyPn8FknSyisz9LNlC5WYwF97AIDhrbKyUpL6LXJnZmZKkqqqqgxdv7i4mFnoADBEEhPi9G/XnyPXXZcpY9I47Wtu1Vcefkf/9ZeNOtbeaXQ8IKZRTQAAxJTWji7985/ceuyNeknS9z9znv7jM+crLo5T7AEAw5/H45H0cRG7N4EiuNvtNmx9r9erw4cP91uQBwAExzo7Vc/+yxX66qVzJEm/f3O7PvPL1+Xe0WhwMiB2UUQHAMSMpuMd+toj7+i59/dpVLxJv/zCIt15JRfuAIDYUVdXJ0n9zhdPS0uTJDU0NBi2vsPhkNPpDOr9AQADMzYxQT+6aYF+//UlmpY8WtsOHVXuA2/opy9sVXunz+h4QMyhiA4AiAn7mlq17ME39fa2Bo1PStDvbl+iGy+aYXQsAAAM5fV6DVm/srJSOTk5YX1vAIB01dmT9cK3r9JNC2fI55d+vbZWN/9mnbbuazE6GhBTKKIDAIa9j/a36JbfrtPW/S2aMiFJZQWX6rK5k4yOBQDAkAu2s9yo55eXlys3NzeotQAAoUkZO0q/WLFIv/7iIpnHjtIHe5v1uV+9rgderlNnF13pwFCgiA4AGNaq6huU++Cb2tPUKsvkcXryrst0/oxko2MBABAWA+0sD4xjCbYTfSjWdzgcHCYKAAb47IUz9OK3r9K150xWe5dPzue36NYH31TtAbrSgcGiiA4AGLae37hPX37obTUd75B1tllPfuMyzUoba3QsAAAMFyhu9zfbfKjX93g8mjhx4pAcJtrW1qbm5uZTbgCAvk1JHq1Hblus4twLNSEpQRt2enXDL+lKBwaLIjoAYFj6w5v1+ubjNWrr9Ml+3lQ9fuclSh2XaHQsAADCKtiieOAA0Eit73Q6VVhYGNQavVm1apVSUlJ6brNmzRqSdQEg1plMJi3LmqUXv3uVrj57sto76UoHBosiOgBgWOno8uk/n9mo//zLJvn80heWzNaDX7ZqTGK80dEAABjRXC6X8vLyhmy9oqIiNTU19dx27tw5ZGsDwEgwPWWMHrudrnRgKFBEBwAMG41H2/XVh9/RH97aLpNJuvv6c/STzy9QQjx/nQEARoZA53d/s8sDB36G2lke7Pper1cVFRWy2+1BvV9fkpKSlJycfMoNABAcutKBoUHVAQAwLHy4v0U3/Wad3vQc1rjEeJV+JUvfunauTCaT0dEAAIgYm80mSaqrq+vzeR6PR5KUlZUVkfWrq6tVVlam1NTUXm8ul6vnPQL3FRcXB5UPABCa3rrSH3ylTl0+v9HxgKiXYHQAAAD6s2bzfv3rn9frSFunZqWN0UNfXaxzpk0wOhYAABEXKFoHOsF7E+gkz8zMjMj6drtdjY2Nfb7GZrPJ7XarpqZmSA4eBQAEJ9CVfuW8Sbrnyff1yocHde8/tuj5jfv007wLNXcK11hAb+hEBwBELb/frwdertOdv6/WkbZOXWJJ01++dQUFdADAiGW1WiV93Anem0AneW5ublStDwAw3ie70tfTlQ70iyI6ACAqtXZ06btlG+R8fov8fulLF8/WH+64WGnjEo2OBgCAofLz8+V2u/ucW15WViar1dprx7fb7Q7r+gCA6HamWen3/mOLbn3gDWalA2dAEX0IFBcXKy8vTw6HQwUFBSooKOi3cyOS67vdbuXl5SkzM1M2m002m43ZgwCi2v7mVi0vfUtPv7tb8XEm/fim+frfz1+gURwgCgCAnE6npO5C9pkECuCB531S4JogMP98qNcHAAwfdKUDA0M1YhC8Xq8yMzNlNptVXl4up9OpkpISFRQU9Mz7M3p9h8OhvLw8FRQUqK6uTjU1NaqpqZEkFRQUDCofAITDhp1e3fjr17Vhp1fmsaP0h68v0VcuTTc6FgAAUcNsNqukpEQOh+OM3eIrV65Ufn6+7Hb7GV8fuI7o7XpisOufidfr7WkEGux1EgBgaPXdlX7E6HhAVKCIPgjZ2dmy2+3Kz88/5X6r1Sqn06ns7Ow+vwIZ7vULCgpUWVmpmpqa0za4drtdlZWVg8oHAEPtL+t3a1nJm9rf3KZ5U8brL9+6XJfNnWR0LAAAok5+fr6cTqdsNptcLpe8Xq/cbrdycnJkt9tVUlLS62sLCwtlNptVWFgYlvVPlpeXp9TUVKWmpvZcewTuy8zMHNJv8AIABufMXemvqYSudEAmv9/P/xeEwOVyKS8vT3V1db3OAUxNTdWyZcsGvMEcyvVLS0t7us/P9HqTySRJqqioCKqDpLm5WSkpKWpqalJycvKAXwcAfeny+fXTF7fqgZe7DynLPneKfr5ioSaMHmVwMgCRwP4CGByXyyWPxyOz2axly5bJbDYPq/UHis8KAIicvU3Hdc+T7+uVDw9KkhbOMuuneRdp7pTxBicDhtZA9xcU0UNks9nk9Xp7TqU/k7y8PLlcLoXyRzyY9b1erzIyMvos4Ofk5Mjj8aimpiaoTTAbVwBD7UBLq/71T+v1puewJOkbV2fq7uvPUXycyeBkACKF/QWAgeCzAgAiy+/3q7xml378tw/U0tapxIQ4fS/nbN15pYXrNcSMge4vGOcSgsBXGfs7iT7wuMvliuj6paWl8nq9fc48r6ioUF1dnWFdJAAgSW/UHtINv3hdb3oOa2xivH6xYqHu+fS5bMgAAAAAwGBnmpW+ilnpGKEoooegsrJSkvotcmdmZkqSqqqqIrr+qlWrJHXPTgeAaNTl8+sXlR/pyw+/rUNH2nTutAn62z9foZsWzjQ6GgAAAADgJMxKByiihyRw+E2giN2bQBE82NPnB7O+x+OR1+ulgA4gah060qavPfKOflb5oXx+aXnWLD39zcuVOZnZegAAAAAQjXrrSr/lgTf0wZ5mo+MBYZdgdIDhKDCnvL9RKGlpaZKkhoaGiK3/yS52j8fTMxfd6/WqoaFBBQUFQR0mCgBD5W3PYf3zn97VgZY2jRkVr/+5eYFutZ1ldCwAAAAAwAAEutIDs9I37PTqc79+XXdekaF/tc/T2ERKjYhN/C87Arxeb8TWr6mpkdRdYA8U0J1O5ynPtdlsys3NPeV+AAgnn8+vB16p0/0vbpXPL82dMl4PfMmqeVMnGB0NAAAAABCEQFf61WdP1o/+9oGefX+vSl716O/v7dX/3LxA1547xeiIwJCjiB6CYDvLI/n8wK/NZrOcTmdPF3qA2WxWeXm5bDabFi9erNzc3KDeCwCC1XC0Xd8tW6+Xtx6UJN1inan/uXkBHQoAAAAAMIxNTR6t33zJqls279d//WWTdnuP6/bHqvSZC6frB589X1OSRxsdERgyzEQPwUA7ywPjWILtRB/M+oFfu1wu5eXlnfF1VqtVVqtVDocjqFwAEKzq+gZ95pev6eWtB5WUEKfiWy/U/XkXUUAHAAAAgBiRfd5UVXz3Kq28MkPxcSY9+95eZd//iv7w1nb5OHgUMYIiehgFCtr9zTYPx/oNDQ19zj232+3yeDwqLS3t8z3a2trU3Nx8yg0A+uPz+VX6ap2Wl76lvU2tskwap2e+dbmWLZ4lk8lkdDwAAAAAwBAam5ig//jM+frLty7XRWelqKWtU//5zEbd+uAb2rKPWhKGP4roIQi2KB44ADQS6wdem5WV1edrMjMzJX08Q703q1atUkpKSs9t1qxZQWUDMPLs9h7Xlx9+Wz95bou6fH7deNEM/fWfr9B505ONjgYAAAAACKMFM1P01Dcv139/7nyNT0rQuzu8+uwvX5fz+S06/v/bu/P4Ns773vdfcNdGDmntu0AttuQVoJzYju2kAu1sztIQUpIeJzlNBKYnXXKTG7LqltPTe6oLtTlJ7mkWUGlPlqatCTRxUjeJDSiOl9iORcCObdnWgpFkSdZODklt1Db3DxqwZAkkQAIcgPy8Xy+8RAKD0Y8vDB8+851nnufsBafLA0aMEH2cSQXqwwXxqe26urqG3G7Dhg3q7e1NP/bt25eXOgGMP7Zt60eJ/Xr3Vx/XU8njmlRZrr/98A36+kdv1tRqpm8BAAAAgImgvMylT92xRNEv3KV7V83S+Yu2vvWrpO752mN6bMdRp8sDRoRUYwRSAfRwc5dfusjnWO0/9XW2o99N0xzy9erqalVXV2e1LwAT1/ETA/rzH7+kX2w7JEm6ZaGh/7X2Zi2ZPsXhygAAAAAATphTN0mh+5v0yLZD+vJPt2lf92l98p+e1Qdumqu/eP91mjmNhUdROgjRR8Dr9UqSksnkkNulAurhplbJ5/5Xr14t6c2AHQAKLfryYW340Qs6duKsKstd+rxvuVrvcquinJudAAAAAGCiu2fVbN2+dLq+Gt2h//Pr3frpb1/Xr7Yf0Z++5zp9dPUClZWxbhaKHwnHCKRC6+GC6tRI8tT842Oxf4/HI2n4Eeapfbvd7pxqA4CU/jPn1Bb5rdZ/v0vHTpzVilnT9ODn7tDn3rWUAB0AAAAAkDa1ukJ/+f6V+snn3qHr59Wq78x5/dmPX9Ta0NPacbjf6fKAYZFyjEC2QXVqJHlLS8uY7d/tdsvtdiuRSAz53lQA7/P5cqoNACTpGfO43vP1J9TZtV8ul9R6l1s/+cM7tGpundOlAQAAAACK1A3z6/Tgf7tDf/n+lZpcVa6uvT1679ef0N89/KrOnGPhURQvQvQRCgQCSiQSQ85b3tnZKY/Hk3G091BB92j2nwrVh9r/Aw88IElqbW3NuA0AvNWZcxf0P//zZX1s8zPa33NaCxom6YHAbdrw3utUU1nudHkAAAAAgCJXUV6mT79jiWJfuFu+6wYXHv3Go0nd+7XH9cROFh5FcSJEH6FgMChpMMi+mlQAntrurbxeb/qR7/1v2LBBhmEoFApd9b2WZSmRSCgQCDCdC4CsvXSgV/f97ye1+Yndsm3pY7cu0M//5C7duiS7hYwBAAAAAEiZa0zSdz7ZpND9Xs2urdHe46d0/z8+q8//23M6dmLA6fKAy7hs27adLqJUdXR0qL29Xbt375ZhGJe95vV61dTUlDHIdrneXDQh00cwmv1HIhH5/X5Fo9Erpmxpbm5Wd3e34vH4MD/hlfr6+lRXV6fe3l7V1tbm/H4ApefMuQv6h1/u0rcfS+r8RVvTp1Yr+JEbtOa6WU6XBmCcoH8BIBu0FQAwfvWfOaevPLJD33t6j2xbqptUqT9777Xye1l4FIWVbf+CkeijEAgEFAwG5fV6FYlE0iO8m5ub5fP5MgbcktTW1ibDMNTW1laQ/be0tCgcDsvv96u1tVWRSESbNm1SY2OjDMPQli1bRvWzA5gYnth5VPd+7XH9w6O7dP6irfdcP1sPf/5OAnQAAAAAQN5Mq6nUf//AKj343+7Qyjm16j19Tu3//qI+2vGMdh1h4VE4j5HoeRKJRGSapgzD0Nq1a68YOe7k/i99r8/nG9UULoz+ACaGYycG9P889LIefP51SdLs2hr99w+s0r2rZl12Jw0A5AP9CwDZoK0AgInh/IWL+u5Te/SVR3bo9LkLqix36dPvcOsPf2epplZXOF0expls+xeE6MgJHVdgfLt40VZn1z5t/Pmr6j19Ti6X9MnbFuuL9yzXtJpKp8sDME7RvwCQDdoKAJhY9vec0pd/sk1bXj0iSZoxrVpt967QRzzzmeIFeZNt/4LLNwAASdLOw/368x+/pGf3dEuSVs6p1cbfvUE3LTCcLQwAAAAAMOHMr5+s73yySb989Yj+5qGXtef4KX0p8oJ+8Mxeffm+lfIuanC6REwghOgAMMGdOXdB33h0cOHQcxdsTaos1xfvWa5P3b5YFeUsnQEAAAAAcIbL5dKa62bpHcum63tP7dH/t2WXXtjfq49862l98Oa5+tP3XKs5dZOcLhMTACE6AExgT+48pr948EXtOX5KkrTm2pn66w+u0vz6yQ5XBgAAAADAoOqKcgXuatSHb5mvrzyyXQ907dNPnn9dj2w7rM/e3ajAXW5Nqip3ukyMY8yJjpwwDyEwPhztH9Df/uwV/fi5A5KkWbXV+usPrNK9q2azcCiAMUf/AkA2aCsAACkvHejVX//HNm3d0yNJmmdM0p++51q9/8Y5nNMiJ8yJDgC4wplzF/RPv96tbz6a1ImB83K5pE+8fZH+73tXsHAoAAAAAKAkXD+vTp2tt+mhFw5q489e0QHrtP7oX5/T95/eoy/ft0rXz6tzukSMM4ToADAB2Lath144qP/356/qgHVaknTDvDr9zYeu180sHAoAAAAAKDEul0v33TRXvutmqeNxU996bJe27unRff/wpNY1LdAX71mhGdOqnS4T4wQhOgCMc8/vs/Q3D72s+N7B29xm19ao7d0r9KGb56msjNvcAAAAAACla1JVuf7Et0z+pvkK/uJV/eT51/VvW/fpoRcO6o/XLNWnbl+iqooyp8tEiWNOdOSEeQiB0vG6dVqbfvGqHnz+dUnSpMpyffbuRq2/a4kmV3ENFUDxoH8BIBu0FQCAbHTt6dZf/8fLevFAryRpyfQp+vP3Xqc1181kvnRcgTnRAWCCOjlwXt9+LKmOx00NnL8oSfqIZ76+dO8Kza6rcbg6AAAAAAAKp2lxg37yuTsUSezXpl9s1+5jJ/WZ73fpzmXT9VfvX6lls6Y5XSJKECE6AIwTFy/aiiT26+8f3q4j/QOSpFsXN+gv379SN8xnURUAAAAAwMRQVubS2qYFes/1s/WNR5P6pyd364mdx/Turz+h+9++SJ/3LZMxucrpMlFCCNEBoMTZtq2nksf1tz97Rdte75MkLWyYrD9777W6d9VsblcDAAAAAExI02oq9afvuVYfu3WB/ud/vqJHXj6s7z61Rw8+f0BfbF6uj926UBXlzJeO4RGiA0AJ+415XF+J7tCzu7slSdOqK/RHa5bqk7cvVnVFucPVAQAAAADgvEXXTFHHJ5r05M5j+h8PbdOOwyf0lz/Zpn9+5jX91X0rdcfS6U6XiCJHiA4AJSi+t1v/K7pDv951XJJUVV6mj79tof7od5bqmqnVDlcHAAAAAEDxecey6frZH9+pf332NX0lukPbD/fr977zGzWvnKW/eN91WnTNFKdLRJEiRAeAEvL8Pktfje7QYzuOSpIqy11at3qBPveupZpTN8nh6gAAAAAAKG4V5WW6/7bFuu+mufpabKd+8MxeRV8+rF9tP6KP3bpQf/iupZpZW+N0mSgyLtu2baeLQOno6+tTXV2dent7VVtb63Q5wITx0oFefTW6Q1tePSJJKi9zye+dr8+9a6kWNEx2uDoAGB36FwCyQVsBACiEHYf79TcPvawndh6TJNVUlulTty/RZ+92s/joBJBt/4KR6ABQxF452KevxXbo4W2HJUllLul3PfP1R7+zlNvMAAAAAAAYpeWzpukHn36bntp1TH/3yHY995qlbz+W1A9/s1etd7n1X+9YoinVRKgTHUcAABShHYf79fXYTv3niwclSS6X9MGb5uqP1yyTe8ZUh6sDAAAAAGB8uX3pdP2o8RpteeWI/v6R7Xr1UL/+/pEd+j+/3qPPvWupPv62haqpLHe6TDiEEB0AioRt23rG7NbmJ0z98o1pWyTpfTfO0efXLNOyWdMcrA4AAAAAgPHN5XLJt3KWfufamfqPF17XV6M7tOf4Kf2Ph17Wd54w9Se+ZfqIZ74qysucLhVjjBAdABx2/sJF/WLbIXU8buqF/b2SBkeev3vVbP2Jb5munc2cnwAAAAAAjJWyMpc+ePM8vfeGOYrE9+vrsZ16vfeM2v/9RYUeM/V/NS/X+26Yo7Iyl9OlYoywsChywmI+QP6cOntenVv36R9/vVv7uk9LkqoryuRvmq9Pv8OtJdOZ8xzAxED/AkA2aCsAAE45c+6C/vmZvfrGo7vUc+qcJOm6ObX60r3L9a4VM+VyEaaXKhYWBYAidbR/QN97ao9+8Mxe9Z4e/OPbMKVKn7htke5/+yJdM7Xa4QoBAAAAAEBKTWW5PnOnW+tWL9A/PblHm58w9crBPv3+d7vkXVSvL927Qm93X+N0mSggRqIjJ4z+AEZu15ET+s4Tpn703AGdPX9RkrT4msn69J1utXjma1IVC5QAmJjoXwDIBm0FAKBY9Jw8q28/ltR3n9qjgTfO7+9aPkNfumeFbphf53B1yAUj0QGgCFy4aOvxnUf1z0/v1ZZLFgu9ZaGh1rvcal45W+XMoQYAAAAAQMmon1KlDe+9Tr//jiX637/cqX97dp8e33FUj+84qvdcP1tfaF6uZbOmOV0m8oiR6MgJoz+A7BztH1Bn1z7967OvaX/P4HznLpfku26WWu9yy7uonjnTAOAN9C8AZIO2AgBQrF47fkpfi+3Qj58/INuWylzSh2+Zr8/7lmlBw2Sny8MQsu1fEKIjJ3Rcgcxs29bTyeP64W9e08PbDun8xcHmtW5SpT7ima/fe/tCNc6Y6nCVAFB86F8AyAZtBQCg2O043K+vPLJdD287LEmqLHfpY7cu1B++a6lm1tY4XB2uhulcAGCM9Jw8q39P7Ne//OY1mcdOpp/3LDT0e29bpPfdOEc1lcx3DgAAAADAeLZ81jSF7m/Sb/dZ+vtHtuuJncf0/af3qrNrnz51+xJ99m63jMlVTpeJESBEB4ARsG1b8b09+uFvXtN/vngwvVDo1OoKfeiWufr4rYu0ci4jpAAAAAAAmGhuWmDoB59+m55KHtPfPbxdz71m6duPJfXDZ/bq99+xRJ+6fbHqpxCmlxKmc0FOuIUSE93B3tP66fOv60eJA9p+uD/9/Kq5tfovb1+kD9w0V1OquT4JALmgfwEgG7QVAIBSZNu2fvnqEf3dw9v16qHBHGFyVbk+dutCfebOJZpTN8nhCic2pnMBgDzpO3NOv3jxkH783AE9s/u4UpceayrL9IGb5ur33rZIN86vY6FQAAAAAABwGZfLpTXXzdK7VszUz146qG8+mtTLB/v0j0/u1vef3qMP3zJPrXc3soZakSNEB4CrOHv+oh7bcVQPPndA0VcOp6drkaRblzTow7fM03tvmKO6SZUOVgkAAAAAAEpBWZlL779xrt53wxw9vvOYvvnoLv1md7c6u/YrHN+vd6+arT94Z6NunG84XSqughAdAN5g27YSr/Xox88d0EMvHJR16lz6tWUzp+pDt8zTB2+eq/n1kx2sEgAAAAAAlCqXy6W7l8/Q3ctnKL63R9/6VVKxVw7r5y8d0s9fOqR3LJ2uP3hno25vvIY73osIITqACc22bb1ysF8/f+mgHnz+gPZ1n06/NnNatT5481x96JZ5Wjmnlj9eAAAAAAAgb7yL6vWdTzZpx+F+fftXSf3kt6/ryV3H9OSuY7ppfp3+4J1Ldc/KWSorI49wGguLIics5oPx4MJFW/G9PXpk2yE9/PKhy4LzKVXlevf1c/ThW+bptsZrVM4fKgAoOPoXALJBWwEAGO/2dZ/Sd54w9W9b92ngjWllG2dM0WfvbtQHb56nqooyhyscf7LtXxCiIyd0XFGqBs5f0FO7juvhbYcUe+Wwjp04m36tuqJMdy2foftumqvm62ZpUlW5g5UCwMRD/wJANmgrAAATxbETA/rur/foe0/vUf+Z85KkuXU1+sydbn301gWaXMXkIvlCiI6CoOOKUtJ/5pwe3X5Uj2w7pF9tP6oTA+fTr9XWVMh33Szds2q27lo+nT9AAOAg+hcAskFbAQCYaPrPnNO//OY1fefJ3TraPyBJqp9cqU/dvkSfvH2RjMlVDldY+gjRURB0XFHMbNvW3uOn9PjOo/rlq0f01K7jOnvhYvr1WbXVumflbN27arbe5m5QZTm3QQFAMaB/ASAbtBUAgInqzLkL+lHigEKPJ7X3+ClJ0uSqcn381oX6zJ1uza6rcbjC0kWIjoKg44pi03fmnJ7adVxP7Dyqx3cevWx+c0lyz5iie1cNBuc3zqtjMQ4AKEL0LwBkg7YCADDRnb9wUT9/6ZC++aukXjnYJ0mqLHfpd2+Zr9a73XLPmOpwhaUn2/4F8xcAKCkXLtp68UCvHt9xVE/sPKrEa5YuXHzzWmBluUtNixp05/LpumflLC2dOc3BagEAAAAAAPKjorxM9900V++/cY4e23FU3/xVUs/u7tYDXfvUGd+n91w/W39w91LdML/O6VLHHUJ0AEXNtm3t7zmtp5PH9djOo/r1rmOyTp27bBv39Cm6a/kM3bV8ut625BpNqaZpAwAAAAAA45PL5dI7V8zUO1fMVHxvt771q6RirxzRz148pJ+9eEh3Lpuu379jie5ePoM78vOEpAlAUbl40dauoyf07O5uPbu7W1v3dOtg75nLtplWU6E7GqfrruUzdOey6VrQMNmhagEAAAAAAJzjXdSg73yyQa8e6lPoMVM//e3remLnMT2x85gWXTNZ9799kfzeBaqbXOl0qSWNOdGRE+YhRL6du3BR217v07O7j+vZ3T3q2tt9xUjzijKXbphfpzuXzdDdy6frpvmGKlgUFADGDfoXALJBWwEAwPD2dZ/S957ao86ufeo7c16SVFNZpg/dPE/337ZIq+Yy1culWFgUBUHHFaPVe/qcXtzfq669g6PME3stnT534bJtJlWWy7PI0OrFDbp1cYNuXmhochU3zgDAeEX/AkA2aCsAAMjeqbPn9ZPnX9f3ntq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      "text/plain": [
       "<Figure size 1500x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, (ax1, ax2) = plt.subplots(1, 2, figsize=figsize)\n",
    "\n",
    "x = Tlist.copy()\n",
    "dx = x[1] - x[0]\n",
    "fx = np.array(list(map(lambda t: optimalCoupon(t, P), x)))\n",
    "dydx = np.gradient(fx, dx)\n",
    "ax2.plot(x, dydx)\n",
    "ax2.set_xlabel('$T$', labelpad=20, fontsize=fontsize)\n",
    "ax2.set_ylabel('$\\\\partial c/\\\\partial T$', labelpad=20, fontsize=fontsize)\n",
    "ax2.tick_params(axis='both', labelsize=fontsizeticks)\n",
    "\n",
    "x = Plist.copy()\n",
    "dx = x[1] - x[0]\n",
    "fx = np.array(list(map(lambda p: optimalCoupon(T, p), x)))\n",
    "dydx = np.gradient(fx, dx)\n",
    "ax1.plot(x, dydx)\n",
    "ax1.set_xlabel('$P$', labelpad=20, fontsize=fontsize)\n",
    "ax1.set_ylabel('$\\\\partial c/\\\\partial P$', labelpad=20, fontsize=fontsize)\n",
    "ax1.tick_params(axis='both', labelsize=fontsizeticks)\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.subplots_adjust(wspace=0.5)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Decomposition of TV of Firm"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "\n",
      "-----------------------------------------------\n",
      "\t\t Total Firm Value Components\n",
      "\n",
      "\n",
      "-----------------------------------------------\n"
     ]
    },
    {
     "data": {
      "text/markdown": [
       "L0<t>&emsp;&emsp;&emsp;</t>Total Value<t>&emsp;</t>Unl. Assets<t>&emsp;&emsp;</t>TB<t>&emsp;&emsp;&emsp;</t>BC<t>&emsp;&emsp;&emsp;</t>TC<t>"
      ],
      "text/plain": [
       "<IPython.core.display.Markdown object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "\n",
      "-----------------------------------------------\n",
      "0.0504 & \t71.335&\t 65.0&\t 4.219&\t 0.424&\t 1.692\\\\\n",
      "0.0567 & \t72.942&\t 65.0&\t 5.369&\t 0.526&\t 2.047\\\\\n",
      "0.063 & \t74.612&\t 65.0&\t 6.585&\t 0.629&\t 2.398\\\\\n",
      "0.0693 & \t76.332&\t 65.0&\t 7.857&\t 0.73&\t 2.745\\\\\n",
      "0.0756 & \t78.093&\t 65.0&\t 9.178&\t 0.829&\t 3.086\\\\\n",
      "\n",
      "\n",
      "-----------------------------------------------\n",
      "\t\t Total Firm Value Components\n",
      "\n",
      "\n",
      "-----------------------------------------------\n"
     ]
    },
    {
     "data": {
      "text/markdown": [
       "L0<t>&emsp;&emsp;&emsp;</t>Total Value<t>&emsp;</t>Unl. Assets<t>&emsp;&emsp;</t>TB<t>&emsp;&emsp;&emsp;</t>BC<t>&emsp;&emsp;&emsp;</t>TC<t>"
      ],
      "text/plain": [
       "<IPython.core.display.Markdown object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "\n",
      "-----------------------------------------------\n",
      "0.0504 & \t71.335&\t 65.0&\t 4.219&\t 0.424&\t 1.692\\\\\n",
      "0.0567 & \t72.942&\t 65.0&\t 5.369&\t 0.526&\t 2.047\\\\\n",
      "0.063 & \t74.612&\t 65.0&\t 6.585&\t 0.629&\t 2.398\\\\\n",
      "0.0693 & \t76.332&\t 65.0&\t 7.857&\t 0.73&\t 2.745\\\\\n",
      "0.0756 & \t78.093&\t 65.0&\t 9.178&\t 0.829&\t 3.086\\\\\n",
      "Elapsed Time: 1.657s\n",
      "\n",
      "-----------------------------------------------\n",
      "\t\t Total Firm Value Components\n",
      "\n",
      "-----------------------------------------------\n"
     ]
    },
    {
     "data": {
      "text/markdown": [
       "S0<t>&emsp;&emsp;&emsp;</t>Total Value<t>&emsp;</t>Unl. Assets<t>&emsp;&emsp;</t>TB<t>&emsp;&emsp;&emsp;</t>BC<t>&emsp;&emsp;&emsp;</t>TC<t>"
      ],
      "text/plain": [
       "<IPython.core.display.Markdown object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "-----------------------------------------------\n",
      "-0.025&\t79.133&\t 65.0&\t 9.888&\t 0.839&\t 3.406\\\\\n",
      "-0.0281&\t78.603&\t 65.0&\t 9.526&\t 0.834&\t 3.243\\\\\n",
      "-0.0312&\t78.093&\t 65.0&\t 9.178&\t 0.829&\t 3.086\\\\\n",
      "-0.0344&\t77.604&\t 65.0&\t 8.844&\t 0.825&\t 2.935\\\\\n",
      "-0.0375&\t77.136&\t 65.0&\t 8.525&\t 0.82&\t 2.791\\\\\n",
      "Elapsed Time: 1.35s\n",
      "\n",
      "\n",
      "-----------------------------------------------\n",
      "\t\t Total Firm Value Components\n",
      "\n",
      "\n",
      "-----------------------------------------------\n"
     ]
    },
    {
     "data": {
      "text/markdown": [
       "C0<t>&emsp;&emsp;&emsp;</t>Total Value<t>&emsp;</t>Unl. Assets<t>&emsp;&emsp;</t>TB<t>&emsp;&emsp;&emsp;</t>BC<t>&emsp;&emsp;&emsp;</t>TC<t>"
      ],
      "text/plain": [
       "<IPython.core.display.Markdown object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "\n",
      "-----------------------------------------------\n",
      "0.015&\t74.283&\t 65.0&\t 6.354&\t 0.615&\t 2.314\\\\\n",
      "0.0169&\t74.447&\t 65.0&\t 6.469&\t 0.622&\t 2.356\\\\\n",
      "0.0188&\t74.612&\t 65.0&\t 6.585&\t 0.629&\t 2.398\\\\\n",
      "0.0207&\t74.777&\t 65.0&\t 6.702&\t 0.636&\t 2.44\\\\\n",
      "0.0226&\t74.942&\t 65.0&\t 6.819&\t 0.643&\t 2.481\\\\\n"
     ]
    }
   ],
   "source": [
    "from IPython.display import display, Markdown, Latex\n",
    "\n",
    "def components(T, P):\n",
    "    aux = 1 - np.exp(-y * T) * H(T, T, P)\n",
    "    UA = V0 * (1 - theta)\n",
    "    TB = tb(T, P) / aux\n",
    "    BC = bc(T, P) / aux \n",
    "    TC = tc(T, P) / aux\n",
    "    TV = UA + TB + BC + TC\n",
    "    return TV, UA, TB, BC, TC \n",
    "\n",
    "# LEVEL \n",
    "npoints = 5\n",
    "Δ = 0.2\n",
    "l0 = X[0].copy()\n",
    "L0list = np.linspace(l0 * (1 - Δ), l0 * (1 + Δ), npoints)\n",
    "\n",
    "xlist = np.array([[elem, X[1], X[2]] for elem in np.linspace(l0 * (1 - Δ), l0 * (1 + Δ), npoints)])\n",
    "clist = np.zeros(xlist.shape[0])\n",
    "llist = np.zeros(xlist.shape[0])\n",
    "tlist = np.zeros(xlist.shape[0])\n",
    "flist = np.zeros(xlist.shape[0])\n",
    "UAlist = np.zeros(xlist.shape[0])\n",
    "TBlist = np.zeros(xlist.shape[0])\n",
    "BClist = np.zeros(xlist.shape[0])\n",
    "TClist = np.zeros(xlist.shape[0])\n",
    "TVlist = np.zeros(xlist.shape[0])\n",
    "t1 = tic()\n",
    "\n",
    "for i, elem in enumerate(xlist):\n",
    "    X = elem\n",
    "    Tl, Pl = optimalDebt([T, P]).x\n",
    "    clist[i] = optimalCoupon(Tl, Pl)\n",
    "    llist[i] = totalLeveredFirmValue(Tl, Pl)[0] \n",
    "    tlist[i] = Tl\n",
    "    flist[i] = Pl\n",
    "    TVlist[i], UAlist[i], TBlist[i], BClist[i], TClist[i] = components(Tl, Pl)\n",
    "\n",
    "# TABLE: Total Firm Value components\n",
    "print(f'\\n\\n-----------------------------------------------') \n",
    "print(f'\\t\\t Total Firm Value Components')\n",
    "print(f'\\n\\n-----------------------------------------------') \n",
    "display(Markdown(rf\"\"\"L0<t>&emsp;&emsp;&emsp;</t>Total Value<t>&emsp;</t>Unl. Assets<t>&emsp;&emsp;</t>TB<t>&emsp;&emsp;&emsp;</t>BC<t>&emsp;&emsp;&emsp;</t>TC<t>\"\"\"))\n",
    "print(f'\\n\\n-----------------------------------------------') \n",
    "for i, _ in enumerate(UAlist):\n",
    "    print(f'{round(L0list[i], 4)} & \\t{round(TVlist[i], 3)}&\\t {round(UAlist[i], 3)}&\\t {round(TBlist[i], 3)}&\\t {round(BClist[i], 3)}&\\t {round(TClist[i], 3)}\\\\\\\\')    \n",
    "\n",
    "\n",
    "\n",
    "\n",
    "# TABLE: Total Firm Value components\n",
    "print(f'\\n\\n-----------------------------------------------') \n",
    "print(f'\\t\\t Total Firm Value Components')\n",
    "print(f'\\n\\n-----------------------------------------------') \n",
    "display(Markdown(rf\"\"\"L0<t>&emsp;&emsp;&emsp;</t>Total Value<t>&emsp;</t>Unl. Assets<t>&emsp;&emsp;</t>TB<t>&emsp;&emsp;&emsp;</t>BC<t>&emsp;&emsp;&emsp;</t>TC<t>\"\"\"))\n",
    "print(f'\\n\\n-----------------------------------------------') \n",
    "\n",
    "for i, _ in enumerate(UAlist):\n",
    "    print(f'{round(L0list[i], 4)} & \\t{round(TVlist[i], 3)}&\\t {round(UAlist[i], 3)}&\\t {round(TBlist[i], 3)}&\\t {round(BClist[i], 3)}&\\t {round(TClist[i], 3)}\\\\\\\\')    \n",
    "\n",
    "\n",
    "#Slope Factor\n",
    "\n",
    "l1 = X[1].copy()\n",
    "S0list = np.linspace(l1 * (1 - Δ), l1 * (1 + Δ), npoints)\n",
    "\n",
    "xlist = np.array([[X[0], elem, X[2]] for elem in np.linspace(l1 * (1 - Δ), l1 * (1 + Δ), npoints)])\n",
    "clist = np.zeros(xlist.shape[0])\n",
    "llist = np.zeros(xlist.shape[0])\n",
    "tlist = np.zeros(xlist.shape[0])\n",
    "flist = np.zeros(xlist.shape[0])\n",
    "UAlist = np.zeros(xlist.shape[0])\n",
    "TBlist = np.zeros(xlist.shape[0])\n",
    "BClist = np.zeros(xlist.shape[0])\n",
    "TClist = np.zeros(xlist.shape[0])\n",
    "TVlist = np.zeros(xlist.shape[0])\n",
    "t1 = tic()\n",
    "\n",
    "for i, elem in enumerate(xlist):\n",
    "    X = elem\n",
    "    Tl, Pl = optimalDebt([T, P]).x\n",
    "    clist[i] = optimalCoupon(Tl, Pl)\n",
    "    llist[i] = totalLeveredFirmValue(Tl, Pl)[0] \n",
    "    tlist[i] = Tl\n",
    "    flist[i] = Pl\n",
    "    TVlist[i], UAlist[i], TBlist[i], BClist[i], TClist[i] = components(Tl, Pl)\n",
    "\n",
    "print(f'Elapsed Time: {round(tic() - t1, 3)}s')\n",
    "X = X0.copy()\n",
    "\n",
    "\n",
    "# TABLE: Agency costs components\n",
    "print(f'\\n-----------------------------------------------') \n",
    "print(f'\\t\\t Total Firm Value Components')\n",
    "print(f'\\n-----------------------------------------------') \n",
    "display(Markdown(rf\"\"\"S0<t>&emsp;&emsp;&emsp;</t>Total Value<t>&emsp;</t>Unl. Assets<t>&emsp;&emsp;</t>TB<t>&emsp;&emsp;&emsp;</t>BC<t>&emsp;&emsp;&emsp;</t>TC<t>\"\"\"))\n",
    "print(f'\\n-----------------------------------------------') \n",
    "for i, _ in enumerate(UAlist):\n",
    "    print(f'{round(S0list[i], 4)}&\\t{round(TVlist[i], 3)}&\\t {round(UAlist[i], 3)}&\\t {round(TBlist[i], 3)}&\\t {round(BClist[i], 3)}&\\t {round(TClist[i], 3)}\\\\\\\\')    \n",
    "    \n",
    "#Curvature Factor\n",
    "l2 = X[2].copy()\n",
    "C0list = np.linspace(l2 * (1 - Δ), l2 * (1 + Δ), npoints)\n",
    "xlist = np.array([[X[0], X[1], elem] for elem in np.linspace(l2 * (1 - Δ), l2 * (1 + Δ), npoints)])\n",
    "\n",
    "clist = np.zeros(xlist.shape[0])\n",
    "llist = np.zeros(xlist.shape[0])\n",
    "tlist = np.zeros(xlist.shape[0])\n",
    "flist = np.zeros(xlist.shape[0])\n",
    "UAlist = np.zeros(xlist.shape[0])\n",
    "TBlist = np.zeros(xlist.shape[0])\n",
    "BClist = np.zeros(xlist.shape[0])\n",
    "TClist = np.zeros(xlist.shape[0])\n",
    "TVlist = np.zeros(xlist.shape[0])\n",
    "t1 = tic()\n",
    "\n",
    "for i, elem in enumerate(xlist):\n",
    "    X = elem\n",
    "    Tl, Pl = optimalDebt([T, P]).x\n",
    "    clist[i] = optimalCoupon(Tl, Pl)\n",
    "    llist[i] = totalLeveredFirmValue(Tl, Pl)[0] \n",
    "    tlist[i] = Tl\n",
    "    flist[i] = Pl\n",
    "    TVlist[i], UAlist[i], TBlist[i], BClist[i], TClist[i] = components(Tl, Pl)\n",
    "\n",
    "print(f'Elapsed Time: {round(tic() - t1, 3)}s')\n",
    "X = X0.copy()\n",
    "\n",
    "# TABLE: Total firm components\n",
    "print(f'\\n\\n-----------------------------------------------') \n",
    "print(f'\\t\\t Total Firm Value Components')\n",
    "print(f'\\n\\n-----------------------------------------------') \n",
    "display(Markdown(rf\"\"\"C0<t>&emsp;&emsp;&emsp;</t>Total Value<t>&emsp;</t>Unl. Assets<t>&emsp;&emsp;</t>TB<t>&emsp;&emsp;&emsp;</t>BC<t>&emsp;&emsp;&emsp;</t>TC<t>\"\"\"))\n",
    "print(f'\\n\\n-----------------------------------------------') \n",
    "for i, _ in enumerate(UAlist):\n",
    "    print(f'{round(C0list[i], 4)}&\\t{round(TVlist[i], 3)}&\\t {round(UAlist[i], 3)}&\\t {round(TBlist[i], 3)}&\\t {round(BClist[i], 3)}&\\t {round(TClist[i], 3)}\\\\\\\\')    \n",
    " \n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Discussion on Agency Costs in the Appendix."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "\n",
      "-----------------------------------------------\n",
      "\t\t Agency Cost Components\n",
      "\n",
      "\n",
      "-----------------------------------------------\n"
     ]
    },
    {
     "data": {
      "text/markdown": [
       "L0<t>&emsp;&emsp;&emsp;</t>AC<t>&emsp;&emsp;&emsp;&emsp;&emsp;</t>LEV<t>&emsp;&emsp;&emsp;&emsp;</t>LEV 2<t>&emsp;&emsp;&emsp;</t>ΔTax Benefits<t>&emsp;</t>Δ Bankruptcy Costs<t>&emsp;&emsp;</t>Δ Transaction Costs<t>"
      ],
      "text/plain": [
       "<IPython.core.display.Markdown object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "\n",
      "-----------------------------------------------\n",
      "0.0504&\t0.4573&\t21.609&\t31.464&\t-0.807&\t 0.195&\t -1.459\\\\\n",
      "0.0567&\t0.3939&\t23.999&\t31.026&\t-0.846&\t 0.198&\t -1.438\\\\\n",
      "0.063&\t0.3438&\t26.067&\t30.607&\t-0.868&\t 0.201&\t -1.413\\\\\n",
      "0.0693&\t0.3035&\t27.858&\t30.207&\t-0.88&\t 0.203&\t -1.387\\\\\n",
      "0.0756&\t0.2705&\t29.413&\t29.825&\t-0.886&\t 0.205&\t -1.361\\\\\n",
      "\n",
      "Elapsed Time: 3.068s\n"
     ]
    }
   ],
   "source": [
    "from IPython.display import display, Markdown, Latex\n",
    "\n",
    "t1 = tic()\n",
    "def ACcomponents(T, P, T2, P2):\n",
    "    aux = 1 - np.exp(-y * T) * H(T, T, P)\n",
    "    aux2 = 1 - np.exp(-y * T2) * H(T2, T2, P2)\n",
    "    UA = V0 * (1 - theta)\n",
    "    ΔTB = tb(T, P) / aux - tb(T2, P2) / aux2\n",
    "    ΔBC = (bc(T, P) / aux) - (bc(T2, P2) / aux2)\n",
    "    ΔTC = (tc(T, P) / aux) - (tc(T2, P2) / aux2)\n",
    "    AC = ΔTB - ΔBC - ΔTC\n",
    "    return AC, ΔTB, ΔBC, ΔTC\n",
    "\n",
    "\n",
    "# LEVEL \n",
    "npoints = 5\n",
    "Δ = 0.2\n",
    "l0 = X[0].copy()\n",
    "L0list = np.linspace(l0 * (1 - Δ), l0 * (1 + Δ), npoints)\n",
    "\n",
    "xlist = np.array([[elem, X[1], X[2]] for elem in np.linspace(l0 * (1 - Δ), l0 * (1 + Δ), npoints)])\n",
    "\n",
    "# First-best policy\n",
    "clist = np.zeros(xlist.shape[0])\n",
    "llist = np.zeros(xlist.shape[0])\n",
    "tlist = np.zeros(xlist.shape[0])\n",
    "flist = np.zeros(xlist.shape[0])\n",
    "levlist = np.zeros(xlist.shape[0])\n",
    "\n",
    "# Second-best policy\n",
    "c2list = np.zeros(xlist.shape[0])\n",
    "l2list = np.zeros(xlist.shape[0])\n",
    "t2list = np.zeros(xlist.shape[0])\n",
    "f2list = np.zeros(xlist.shape[0])\n",
    "lev2list = np.zeros(xlist.shape[0])\n",
    "\n",
    "# AC components\n",
    "ΔTBlist = np.zeros(xlist.shape[0])\n",
    "ΔBClist = np.zeros(xlist.shape[0])\n",
    "ΔTClist = np.zeros(xlist.shape[0])\n",
    "AClist = np.zeros(xlist.shape[0])\n",
    "t1 = tic()\n",
    "\n",
    "for i, elem in enumerate(xlist):\n",
    "    X = elem\n",
    "    Tl, Pl = optimalDebt([T, P]).x\n",
    "    Tl2, Pl2 = secondoptimalDebt([T2, P2]).x\n",
    "    clist[i] = optimalCoupon(Tl, Pl)\n",
    "    c2list[i] = optimalCoupon(Tl2, Pl2)\n",
    "    llist[i] = totalLeveredFirmValue(Tl, Pl)[0]\n",
    "    l2list[i] = totalLeveredFirmValue(Tl2, Pl2)[0]\n",
    "    tlist[i] = Tl\n",
    "    flist[i] = Pl\n",
    "    t2list[i] = Tl2\n",
    "    f2list[i] = Pl2\n",
    "    levlist[i] = Pl / totalLeveredFirmValue(Tl, Pl)[0]\n",
    "    lev2list[i] = P2 / totalLeveredFirmValue(T2, P2)[0]\n",
    "    AClist[i], ΔTBlist[i], ΔBClist[i], ΔTClist[i] = ACcomponents(Tl, Pl, Tl2, Pl2)\n",
    "\n",
    "# TABLE: Total Firm Value components\n",
    "print(f'\\n\\n-----------------------------------------------') \n",
    "print(f'\\t\\t Agency Cost Components')\n",
    "print(f'\\n\\n-----------------------------------------------') \n",
    "display(Markdown(rf\"\"\"L0<t>&emsp;&emsp;&emsp;</t>AC<t>&emsp;&emsp;&emsp;&emsp;&emsp;</t>LEV<t>&emsp;&emsp;&emsp;&emsp;</t>LEV 2<t>&emsp;&emsp;&emsp;</t>ΔTax Benefits<t>&emsp;</t>Δ Bankruptcy Costs<t>&emsp;&emsp;</t>Δ Transaction Costs<t>\"\"\"))\n",
    "print(f'\\n\\n-----------------------------------------------') \n",
    "for i, _ in enumerate(UAlist):\n",
    "    print(f'{round(L0list[i], 4)}&\\t{round(AClist[i], 4)}&\\t{round(100 * levlist[i], 3)}&\\t{round(100 *lev2list[i], 3)}&\\t{round(ΔTBlist[i], 3)}&\\t {round(ΔBClist[i], 3)}&\\t {round(ΔTClist[i], 3)}\\\\\\\\')    \n",
    "    \n",
    "print(f'\\nElapsed Time: {round(tic() - t1, 3)}s')\n",
    "\n",
    "X = X0.copy()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### <font color=red>Slope Factor</font>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "\n",
      "-----------------------------------------------\n",
      "\t\t Agency Cost Components\n",
      "\n",
      "\n",
      "-----------------------------------------------\n"
     ]
    },
    {
     "data": {
      "text/markdown": [
       "S0<t>&emsp;&emsp;&emsp;</t>AC<t>&emsp;&emsp;&emsp;&emsp;&emsp;</t>LEV<t>&emsp;&emsp;&emsp;&emsp;</t>LEV 2<t>&emsp;&emsp;&emsp;</t>ΔTax Benefits<t>&emsp;</t>Δ Bankruptcy Costs<t>&emsp;&emsp;</t>Δ Transaction Costs<t>"
      ],
      "text/plain": [
       "<IPython.core.display.Markdown object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "\n",
      "-----------------------------------------------\n",
      "-0.025&\t 0.3052&\t27.349&\t30.42&\t-0.921&\t 0.186&\t -1.412\\\\\n",
      "-0.0281&\t 0.3241&\t26.707&\t30.513&\t-0.896&\t 0.193&\t -1.413\\\\\n",
      "-0.0312&\t 0.3438&\t26.067&\t30.607&\t-0.868&\t 0.201&\t -1.413\\\\\n",
      "-0.0344&\t 0.3643&\t25.429&\t30.702&\t-0.837&\t 0.209&\t -1.411\\\\\n",
      "-0.0375&\t 0.3855&\t24.796&\t30.798&\t-0.804&\t 0.217&\t -1.407\\\\\n",
      "\n",
      "Elapsed Time: 2.752s\n"
     ]
    }
   ],
   "source": [
    "l1 = X[1].copy()\n",
    "S0list = np.linspace(l1 * (1 - Δ), l1 * (1 + Δ), npoints)\n",
    "\n",
    "xlist = np.array([[X[0], elem, X[2]] for elem in np.linspace(l1 * (1 - Δ), l1 * (1 + Δ), npoints)])\n",
    "\n",
    "# First-best policy\n",
    "clist = np.zeros(xlist.shape[0])\n",
    "llist = np.zeros(xlist.shape[0])\n",
    "tlist = np.zeros(xlist.shape[0])\n",
    "flist = np.zeros(xlist.shape[0])\n",
    "levlist = np.zeros(xlist.shape[0])\n",
    "\n",
    "# Second-best policy\n",
    "c2list = np.zeros(xlist.shape[0])\n",
    "l2list = np.zeros(xlist.shape[0])\n",
    "t2list = np.zeros(xlist.shape[0])\n",
    "f2list = np.zeros(xlist.shape[0])\n",
    "lev2list = np.zeros(xlist.shape[0])\n",
    "\n",
    "# AC components\n",
    "ΔTBlist = np.zeros(xlist.shape[0])\n",
    "ΔBClist = np.zeros(xlist.shape[0])\n",
    "ΔTClist = np.zeros(xlist.shape[0])\n",
    "AClist = np.zeros(xlist.shape[0])\n",
    "t1 = tic()\n",
    "\n",
    "for i, elem in enumerate(xlist):\n",
    "    X = elem\n",
    "    Tl, Pl = optimalDebt([T, P]).x\n",
    "    Tl2, Pl2 = secondoptimalDebt([T2, P2]).x\n",
    "    clist[i] = optimalCoupon(Tl, Pl)\n",
    "    c2list[i] = optimalCoupon(Tl2, Pl2)\n",
    "    llist[i] = totalLeveredFirmValue(Tl, Pl)[0]\n",
    "    l2list[i] = totalLeveredFirmValue(Tl2, Pl2)[0]\n",
    "    tlist[i] = Tl\n",
    "    flist[i] = Pl\n",
    "    t2list[i] = Tl2\n",
    "    f2list[i] = Pl2\n",
    "    levlist[i] = Pl / totalLeveredFirmValue(Tl, Pl)[0]\n",
    "    lev2list[i] = P2 / totalLeveredFirmValue(T2, P2)[0]\n",
    "    AClist[i], ΔTBlist[i], ΔBClist[i], ΔTClist[i] = ACcomponents(Tl, Pl, Tl2, Pl2)\n",
    "\n",
    "# TABLE: Total Firm Value components\n",
    "print(f'\\n\\n-----------------------------------------------') \n",
    "print(f'\\t\\t Agency Cost Components')\n",
    "print(f'\\n\\n-----------------------------------------------') \n",
    "display(Markdown(rf\"\"\"S0<t>&emsp;&emsp;&emsp;</t>AC<t>&emsp;&emsp;&emsp;&emsp;&emsp;</t>LEV<t>&emsp;&emsp;&emsp;&emsp;</t>LEV 2<t>&emsp;&emsp;&emsp;</t>ΔTax Benefits<t>&emsp;</t>Δ Bankruptcy Costs<t>&emsp;&emsp;</t>Δ Transaction Costs<t>\"\"\"))\n",
    "print(f'\\n\\n-----------------------------------------------') \n",
    "for i, _ in enumerate(UAlist):\n",
    "    print(f'{round(S0list[i], 4)}&\\t {round(AClist[i], 4)}&\\t{round(100 * levlist[i], 3)}&\\t{round(100 *lev2list[i], 3)}&\\t{round(ΔTBlist[i], 3)}&\\t {round(ΔBClist[i], 3)}&\\t {round(ΔTClist[i], 3)}\\\\\\\\')    \n",
    "    \n",
    "print(f'\\nElapsed Time: {round(tic() - t1, 3)}s')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### <font color='red'>Curvature Factor</font>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "\n",
      "-----------------------------------------------\n",
      "\t\t Agency Cost Components\n",
      "\n",
      "\n",
      "-----------------------------------------------\n"
     ]
    },
    {
     "data": {
      "text/markdown": [
       "C0<t>&emsp;&emsp;&emsp;</t>AC<t>&emsp;&emsp;&emsp;</t>LEV<t>&emsp;&emsp;&emsp;&emsp;</t>LEV 2<t>&emsp;&emsp;&emsp;</t>ΔTax Benefits<t>&emsp;</t>Δ Bankruptcy Costs<t>&emsp;&emsp;</t>Δ Transaction Costs<t>"
      ],
      "text/plain": [
       "<IPython.core.display.Markdown object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "\n",
      "-----------------------------------------------\n",
      "0.015&\t0.4021&\t24.341&\t30.873&\t-0.807&\t 0.223&\t -1.432\\\\\n",
      "0.0169&\t0.3937&\t24.57&\t30.835&\t-0.806&\t 0.22&\t -1.419\\\\\n",
      "0.0188&\t0.3855&\t24.796&\t30.798&\t-0.804&\t 0.217&\t -1.407\\\\\n",
      "0.0207&\t0.3776&\t25.017&\t30.761&\t-0.802&\t 0.215&\t -1.395\\\\\n",
      "0.0226&\t0.3699&\t25.235&\t30.724&\t-0.8&\t 0.213&\t -1.383\\\\\n",
      "\n",
      "Elapsed Time: 3.344s\n"
     ]
    }
   ],
   "source": [
    "l2 = X[2].copy()\n",
    "\n",
    "C0list = np.linspace(l2 * (1 - Δ), l2 * (1 + Δ), npoints)\n",
    "xlist = np.array([[X[0], X[1], elem] for elem in np.linspace(l2 * (1 - Δ), l2 * (1 + Δ), npoints)])\n",
    "\n",
    "# First-best policy\n",
    "clist = np.zeros(xlist.shape[0])\n",
    "llist = np.zeros(xlist.shape[0])\n",
    "tlist = np.zeros(xlist.shape[0])\n",
    "flist = np.zeros(xlist.shape[0])\n",
    "levlist = np.zeros(xlist.shape[0])\n",
    "\n",
    "# Second-best policy\n",
    "c2list = np.zeros(xlist.shape[0])\n",
    "l2list = np.zeros(xlist.shape[0])\n",
    "t2list = np.zeros(xlist.shape[0])\n",
    "f2list = np.zeros(xlist.shape[0])\n",
    "lev2list = np.zeros(xlist.shape[0])\n",
    "\n",
    "# AC components\n",
    "ΔTBlist = np.zeros(xlist.shape[0])\n",
    "ΔBClist = np.zeros(xlist.shape[0])\n",
    "ΔTClist = np.zeros(xlist.shape[0])\n",
    "AClist = np.zeros(xlist.shape[0])\n",
    "t1 = tic()\n",
    "\n",
    "for i, elem in enumerate(xlist):\n",
    "    X = elem\n",
    "    Tl, Pl = optimalDebt([T, P]).x\n",
    "    Tl2, Pl2 = secondoptimalDebt([T2, P2]).x\n",
    "    clist[i] = optimalCoupon(Tl, Pl)\n",
    "    c2list[i] = optimalCoupon(Tl2, Pl2)\n",
    "    llist[i] = totalLeveredFirmValue(Tl, Pl)[0]\n",
    "    l2list[i] = totalLeveredFirmValue(Tl2, Pl2)[0]\n",
    "    tlist[i] = Tl\n",
    "    flist[i] = Pl\n",
    "    t2list[i] = Tl2\n",
    "    f2list[i] = Pl2\n",
    "    levlist[i] = Pl / totalLeveredFirmValue(Tl, Pl)[0]\n",
    "    lev2list[i] = P2 / totalLeveredFirmValue(T2, P2)[0]\n",
    "    AClist[i], ΔTBlist[i], ΔBClist[i], ΔTClist[i] = ACcomponents(Tl, Pl, Tl2, Pl2)\n",
    "\n",
    "# TABLE: Total Firm Value components\n",
    "print(f'\\n\\n-----------------------------------------------') \n",
    "print(f'\\t\\t Agency Cost Components')\n",
    "print(f'\\n\\n-----------------------------------------------') \n",
    "display(Markdown(rf\"\"\"C0<t>&emsp;&emsp;&emsp;</t>AC<t>&emsp;&emsp;&emsp;</t>LEV<t>&emsp;&emsp;&emsp;&emsp;</t>LEV 2<t>&emsp;&emsp;&emsp;</t>ΔTax Benefits<t>&emsp;</t>Δ Bankruptcy Costs<t>&emsp;&emsp;</t>Δ Transaction Costs<t>\"\"\"))\n",
    "print(f'\\n\\n-----------------------------------------------') \n",
    "for i, _ in enumerate(UAlist):\n",
    "    print(f'{round(C0list[i], 4)}&\\t{round(AClist[i], 4)}&\\t{round(100 * levlist[i], 3)}&\\t{round(100 * lev2list[i], 3)}&\\t{round(ΔTBlist[i], 3)}&\\t {round(ΔBClist[i], 3)}&\\t {round(ΔTClist[i], 3)}\\\\\\\\')\n",
    " \n",
    "print(f'\\nElapsed Time: {round(tic() - t1, 3)}s')"
   ]
  }
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